# Blackbox Learning - Full Documentation

> This document contains the complete documentation for Blackbox Learning, concatenated for LLM consumption.

## Topic: Tailwind Css
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/

Tailwind CSS is a utility-first CSS framework that lets you build custom designs directly in your HTML using small, reusable classes. It helps create fast, responsive, and modern UI without writing much custom CSS.

### Page: Colors
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/colors/

<h2>Text Colors</h2><pre class="ql-syntax" spellcheck="false">
text-red-500
text-blue-500
text-green-500

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 class="text-red-500"&gt;
Red Text
&lt;/h1&gt;

</pre><h2>Background Colors</h2><pre class="ql-syntax" spellcheck="false">
bg-red-500
bg-blue-500
bg-green-500

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="bg-purple-500"&gt;
Content
&lt;/div&gt;

</pre><h2>Color Shades</h2><pre class="ql-syntax" spellcheck="false">
bg-blue-100
bg-blue-300
bg-blue-500
bg-blue-700
bg-blue-900

</pre><p>Higher number = Darker Color</p>

### Section: Introduction to Tailwind css

<h1>What Is Tailwind CSS?</h1><p>Tailwind CSS is a <strong>utility-first CSS framework</strong> used to build modern, responsive, and fast websites directly inside HTML.</p><p>Instead of writing custom CSS like:</p><pre class="ql-syntax" spellcheck="false">.card {
background: white;
padding: 20px;
border-radius: 10px;
}
</pre><p><br></p><p>You use utility classes directly in HTML:</p><pre class="ql-syntax" spellcheck="false">&lt;div class="bg-white p-5 rounded-xl"&gt;&lt;/div&gt;
</pre><h1><br></h1><h1>Why Use Tailwind CSS?</h1><ul><li> Faster UI Development</li><li> Responsive Design Easy</li><li> No Need To Write Large CSS Files</li><li> Highly Customizable</li><li> Professional Modern Design</li><li> Used By Startups &amp; Big Companies</li></ul>

#### Page: Installation
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/installation/

<h2>1. CDN Method (Best For Beginners)</h2><p><br></p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html&gt;
&lt;head&gt;
&lt;script src="https://cdn.tailwindcss.com"&gt;&lt;/script&gt;
&lt;/head&gt;
&lt;body&gt;

&lt;h1 class="text-4xl font-bold text-blue-500"&gt;
Hello Tailwind
&lt;/h1&gt;

&lt;/body&gt;
&lt;/html&gt;
</pre><p><br></p><h1>2. Vite + Tailwind Installation</h1><h2>Step 1</h2><p>Create Project</p><pre class="ql-syntax" spellcheck="false">npm create vite@latest my-project
cd my-project
</pre><h2>Step 2</h2><p>Install Dependencies</p><pre class="ql-syntax" spellcheck="false">npm install
</pre><h2>Step 3</h2><h4>Install Tailwind CSS</h4><pre class="ql-syntax" spellcheck="false">npm install tailwindcss @tailwindcss/vite
</pre><h2>Step 4</h2><h4>Configure the Vite plugin</h4><pre class="ql-syntax" spellcheck="false">import { defineConfig } from 'vite'
import tailwindcss from '@tailwindcss/vite'

export default defineConfig({
&nbsp;plugins: [
&nbsp;&nbsp;tailwindcss(),
&nbsp;],
})
</pre><p><br></p><h2>Step 5</h2><h4>Import Tailwind CSS to your css file</h4><pre class="ql-syntax" spellcheck="false">@import "tailwindcss";
</pre><p><br></p>

#### Page: Basic Syntax
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/basic-syntax/

<p>Basic Syntax</p><pre class="ql-syntax" spellcheck="false">&lt;div class="bg-black text-white p-5 rounded-lg"&gt;
Tailwind Box
&lt;/div&gt;
</pre><p><img 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"></p>

### Page: Padding & Margin
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/padding-margin/

<h2>Padding</h2><pre class="ql-syntax" spellcheck="false">
p-5

</pre><p>All Sides</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="p-5"&gt;

</pre><h3>Directional Padding</h3><pre class="ql-syntax" spellcheck="false">
pt-5
pb-5
pl-5
pr-5
px-5
py-5

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="px-6 py-3"&gt;
Button
&lt;/div&gt;

</pre><h2><img 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"></h2><h2>Margin</h2><pre class="ql-syntax" spellcheck="false">
m-5

</pre><p>Directional:</p><pre class="ql-syntax" spellcheck="false">
mt-5
mb-5
ml-5
mr-5
mx-5
my-5

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="mt-10"&gt;
Content
&lt;/div&gt;
</pre><p><br></p>

### Page: Width & Height
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/width-height/

<h2>Width</h2><pre class="ql-syntax" spellcheck="false">
w-full
w-screen
w-1/2
w-1/3
w-64

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="w-1/2"&gt;
50% Width
&lt;/div&gt;

</pre><h2><img src="data:image/png;base64,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"></h2><h2>Height</h2><pre class="ql-syntax" spellcheck="false">
h-screen
h-full
h-64

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="h-screen"&gt;
Full Viewport Height
&lt;/div&gt;
</pre><p><br></p>

### Page: Typography
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/typography/

<h2>Font Size</h2><pre class="ql-syntax" spellcheck="false">
text-xs
text-sm
text-base
text-lg
text-xl
text-2xl
text-4xl
text-6xl
</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 class="text-5xl"&gt;
Heading
&lt;/h1&gt;
</pre><h2><br></h2><h2>Font Weight</h2><pre class="ql-syntax" spellcheck="false">
font-thin
font-light
font-normal
font-medium
font-semibold
font-bold
font-black
</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;p class="font-bold"&gt;
Bold Text
&lt;/p&gt;

</pre><h2><br></h2><h2>Text Alignment</h2><pre class="ql-syntax" spellcheck="false">
text-left
text-center
text-right

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 class="text-center"&gt;
Centered
&lt;/h1&gt;

</pre><p><br></p>

### Page: Flexbox
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/flexbox/

<h2>Enable Flex</h2><pre class="ql-syntax" spellcheck="false">
flex

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="flex"&gt;
    &lt;div&gt;1&lt;/div&gt;
    &lt;div&gt;2&lt;/div&gt;
&lt;/div&gt;

</pre><h2>Flex Direction</h2><pre class="ql-syntax" spellcheck="false">
flex-row
flex-col

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="flex flex-col"&gt;

</pre><h2>Alignment</h2><h3>Horizontal</h3><pre class="ql-syntax" spellcheck="false">
justify-start
justify-center
justify-end
justify-between
justify-around

</pre><h3>Vertical</h3><pre class="ql-syntax" spellcheck="false">
items-start
items-center
items-end

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="flex justify-center items-center h-screen"&gt;
Content
&lt;/div&gt;

</pre><p><br></p>

### Page: Grid
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/grid/

<h2>Enable Grid</h2><pre class="ql-syntax" spellcheck="false">
grid

</pre><h3>Columns</h3><pre class="ql-syntax" spellcheck="false">
grid-cols-2
grid-cols-3
grid-cols-4

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="grid grid-cols-3 gap-5"&gt;

</pre><h2>Gap</h2><pre class="ql-syntax" spellcheck="false">
gap-2
gap-4
gap-6
gap-10

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="grid grid-cols-3 gap-4"&gt;
</pre><p><br></p>

### Page: Responsive Design
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/responsive-design/

<p><img src="data:image/png;base64,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"></p><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="
text-sm
md:text-lg
lg:text-3xl
"&gt;
Responsive Text
&lt;/div&gt;
</pre><p><br></p>

### Page: Background Image
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/background-image/

<h2>Using CSS</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="bg-cover bg-center"&gt;

</pre><p>CSS</p><pre class="ql-syntax" spellcheck="false">
.hero{
background-image:url(image.jpg);
}

</pre><h2>Tailwind Arbitrary Value</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="bg-[url('/img/bg.jpg')]"&gt;
</pre><p><br></p>

### Page: Borders
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/borders/

<h2>Border</h2><pre class="ql-syntax" spellcheck="false">
border
border-2
border-4

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="border-2"&gt;

</pre><h2><br></h2><h2>Border Color</h2><pre class="ql-syntax" spellcheck="false">
border-red-500
border-blue-500

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="border border-red-500"&gt;

</pre><h1>Border Radius</h1><h2><br></h2><h2>Rounded Corners</h2><pre class="ql-syntax" spellcheck="false">
rounded
rounded-md
rounded-lg
rounded-xl
rounded-2xl
rounded-full

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;img class="rounded-full"&gt;
</pre><p><br></p>

### Page: Shadows
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/shadows/

<h2>Shadow Classes</h2><pre class="ql-syntax" spellcheck="false">
shadow-sm
shadow
shadow-md
shadow-lg
shadow-xl
shadow-2xl

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="shadow-xl"&gt;
Card
&lt;/div&gt;
</pre><p><br></p>

### Page: Hover Effects
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/hover-effects/

<h2>Hover Syntax</h2><pre class="ql-syntax" spellcheck="false">
hover:

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;button class="
bg-blue-500
hover:bg-red-500
"&gt;
Button
&lt;/button&gt;

</pre><h2>Scale on Hover</h2><pre class="ql-syntax" spellcheck="false">
hover:scale-110

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="hover:scale-110"&gt;
</pre><p><br></p>

### Page: Transitions
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/transitions/

<h2>Smooth Animation</h2><pre class="ql-syntax" spellcheck="false">
transition

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;button class="
hover:bg-red-500
transition
duration-300
"&gt;
Button
&lt;/button&gt;

</pre><h2>Duration</h2><pre class="ql-syntax" spellcheck="false">
duration-100
duration-300
duration-500
duration-700
duration-1000
</pre><p><br></p>

### Page: Position
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/position/

<h2>Position Types</h2><pre class="ql-syntax" spellcheck="false">
relative
absolute
fixed
sticky

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="relative"&gt;

&lt;div class="absolute top-0 right-0"&gt;
Badge
&lt;/div&gt;

&lt;/div&gt;

</pre><h2>Position Values</h2><pre class="ql-syntax" spellcheck="false">
top-0
left-0
right-0
bottom-0
</pre><p><br></p>

### Page: Z Index
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/z-index/

<p>Controls stacking order.</p><pre class="ql-syntax" spellcheck="false">
z-0
z-10
z-20
z-30
z-40
z-50

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="z-50"&gt;

</pre><p><br></p>

### Page: Overflow
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/overflow/

<h2>Types</h2><pre class="ql-syntax" spellcheck="false">
overflow-hidden
overflow-auto
overflow-scroll
overflow-x-auto
overflow-y-auto

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="overflow-hidden"&gt;
</pre><p><br></p>

### Page: Opacity
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/opacity/

<p>Controls transparency.</p><pre class="ql-syntax" spellcheck="false">
opacity-0
opacity-25
opacity-50
opacity-75
opacity-100

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="opacity-50"&gt;
</pre><p><br></p>

### Page: Transform
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/transform/

<h2>Scale</h2><pre class="ql-syntax" spellcheck="false">
scale-50
scale-75
scale-100
scale-125

</pre><h2>Rotate</h2><pre class="ql-syntax" spellcheck="false">
rotate-45
rotate-90
rotate-180

</pre><h2>Translate</h2><pre class="ql-syntax" spellcheck="false">
translate-x-10
translate-y-10

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="rotate-12 scale-110"&gt;
</pre><p><br></p>

### Page: Dark Mode
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/dark-mode/

<h2>Enable Dark Mode</h2><pre class="ql-syntax" spellcheck="false">
&lt;html class="dark"&gt;

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="
bg-white
dark:bg-gray-900
text-black
dark:text-white
"&gt;
Dark Mode Card
&lt;/div&gt;

</pre><p><br></p>

### Page: Important Utility Classes
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/important-utility-classes/

<h2>Container</h2><pre class="ql-syntax" spellcheck="false">
container

</pre><p>Centers content automatically.</p><h2>Hidden</h2><pre class="ql-syntax" spellcheck="false">
hidden

</pre><p>Hide element.</p><h2>Block</h2><pre class="ql-syntax" spellcheck="false">
block

</pre><p>Show as block element.</p><h2>Cursor</h2><pre class="ql-syntax" spellcheck="false">
cursor-pointer
cursor-not-allowed

</pre><h2>Select</h2><pre class="ql-syntax" spellcheck="false">
select-none

</pre><p>Disable text selection.</p><h2>Aspect Ratio</h2><pre class="ql-syntax" spellcheck="false">
aspect-video
aspect-square

</pre><p><br></p>

### Page: Important Tailwind Concepts
URL: https://inside.blackboxlearning.in/docs/view/tailwind-css/p/important-tailwind-concepts/

<h2>Utility First</h2><p>Instead of writing CSS:</p><pre class="ql-syntax" spellcheck="false">
.btn{
background:red;
padding:10px;
}

</pre><p>Use:</p><pre class="ql-syntax" spellcheck="false">
&lt;button class="bg-red-500 px-4 py-2"&gt;
Button
&lt;/button&gt;

</pre><h2>Mobile First</h2><p>Tailwind follows Mobile First Design.</p><pre class="ql-syntax" spellcheck="false">
text-sm md:text-xl

</pre><p>Meaning:</p><ul><li>Mobile → Small Text</li><li>Tablet/Desktop → Large Text</li></ul><h2>Arbitrary Values</h2><p>Custom values inside brackets.</p><pre class="ql-syntax" spellcheck="false">
w-[350px]
h-[600px]
bg-[#1a1a1a]

</pre><h2>State Modifiers</h2><pre class="ql-syntax" spellcheck="false">
hover:
focus:
active:
disabled:

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;input class="
border
focus:border-blue-500
"&gt;

</pre><h2>Component Building Example</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="
max-w-sm
bg-white
rounded-xl
shadow-lg
p-6
hover:scale-105
transition
duration-300
"&gt;

&lt;h2 class="text-2xl font-bold mb-2"&gt;
Tailwind Card
&lt;/h2&gt;

&lt;p class="text-gray-600"&gt;
Simple Card Example
&lt;/p&gt;

&lt;/div&gt;
</pre><p><br></p>


---

## Topic: Gsap
URL: https://inside.blackboxlearning.in/docs/view/gsap/

GSAP is a powerful JavaScript animation library used to create smooth, high-performance animations for websites. It allows precise control over motion, timing, and sequences, making it ideal for advanced UI and scroll-based effects.

### Section: Foundations

<h1>What is GSAP?</h1><p><strong>GSAP (GreenSock Animation Platform)</strong> is a professional JavaScript animation library used to create:</p><ul><li>UI animations</li><li>Website interactions</li><li>Scroll animations</li><li>SVG animations</li><li>Game animations</li><li>Product showcases</li></ul><p>Official site:</p><p><a href="https://gsap.com?utm_source=chatgpt.com" rel="noopener noreferrer" target="_blank">GSAP</a></p>

#### Page: Installation
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/installation/

<h2>1. Setup &amp; Installation</h2><p><br></p><h3>Pure HTML/CSS/JS</h3><pre class="ql-syntax" spellcheck="false">&lt;script src="https://cdn.jsdelivr.net/npm/gsap@3/dist/gsap.min.js"&gt;&lt;/script&gt;

</pre><h3>Vite Vanilla JS</h3><pre class="ql-syntax" spellcheck="false">npm create vite@latest
npm install
npm install gsap

</pre><p>Import:</p><pre class="ql-syntax" spellcheck="false">import gsap from "gsap";

</pre><p><br></p>

#### Page: Project Setup
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/project-setup/

<h1>Project Setup</h1><pre class="ql-syntax" spellcheck="false">
&lt;div class="box"&gt;&lt;/div&gt;


.box {
  width: 100px;
  height: 100px;
  background: red;
}


gsap.to(".box", {
  x: 300
});

</pre><p><br></p>

### Section: Core GSAP

<h1>gsap.to()</h1><p>Animates an element <strong>from its current state to a new state</strong>.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(target, {
  property: value,
  duration: time
});

</pre><p>Example</p><pre class="ql-syntax" spellcheck="false">&lt;div class="box"&gt;&lt;/div&gt;

&lt;script&gt;
gsap.to(".box", {
  x: 300,
  duration: 2
});
&lt;/script&gt;
</pre><h3>What Happens?</h3><ul><li>Box starts from its current position.</li><li>Moves 300px right.</li><li>Takes 2 seconds.</li></ul><p><br></p><h1>gsap.from()</h1><p>Animates an element <strong>from a given state to its current state</strong>.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
gsap.from(target, {
  property: value,
  duration: time
});
</pre><p>Example</p><pre class="ql-syntax" spellcheck="false">gsap.from(".box", {
  x: -300,
  opacity: 0,
  duration: 2
});

</pre><h3>What Happens?</h3><ul><li>Starts 300px left.</li><li>Invisible initially.</li><li>Moves to original position.</li><li>Opacity becomes 1.</li></ul><h3>Use Cases</h3><ul><li> Page Load Animations</li><li> Hero Sections</li><li>Scroll Animations</li></ul><h1>gsap.fromTo()</h1><p>Defines both starting and ending values.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
gsap.fromTo(
  target,
  { startProperties },
  { endProperties }
);

</pre><h3>Example</h3><p><br></p><pre class="ql-syntax" spellcheck="false">gsap.fromTo(
  ".box",
  {
    x: 0
  },
  {
    x: 500,
    duration: 2
  }
);

</pre><h1>4. gsap.set()</h1><p>Changes properties instantly.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
gsap.set(target, {
  property: value
});

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.set(".box", {
  x: 200,
  opacity: 0.5
});

</pre><h3>What Happens?</h3><p>Immediately:</p><ul><li>Moves box to x=200</li><li>Opacity = 0.5</li><li>No animation</li></ul><h3>Use Case</h3><p>Set initial state before animation.</p><pre class="ql-syntax" spellcheck="false">
gsap.set(".box", { opacity: 0 });

gsap.to(".box", {
  opacity: 1,
  duration: 2
});
</pre><p><br></p>

#### Page: Properties
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/properties/

<h1> Properties</h1><p>GSAP animates many CSS properties.</p><h2>Position</h2><pre class="ql-syntax" spellcheck="false">
x: 200
y: 100

</pre><h2>Rotation</h2><pre class="ql-syntax" spellcheck="false">
rotation: 360

</pre><h2>Scale</h2><pre class="ql-syntax" spellcheck="false">
scale: 2

</pre><h2>Opacity</h2><pre class="ql-syntax" spellcheck="false">
opacity: 0.5

</pre><h2>Width &amp; Height</h2><pre class="ql-syntax" spellcheck="false">
width: "300px",
height: "200px"

</pre><h2>Color</h2><pre class="ql-syntax" spellcheck="false">
backgroundColor: "blue"

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 200,
  rotation: 360,
  scale: 1.5,
  opacity: 0.7,
  duration: 2
});

</pre><p><br></p>

#### Page: Easing
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/easing/

<h1>Easing</h1><p>Easing controls animation speed behavior.</p><h2>Linear</h2><pre class="ql-syntax" spellcheck="false">
ease: "none"

</pre><p>Constant speed.</p><pre class="ql-syntax" spellcheck="false">---------

</pre><h2>Power1</h2><pre class="ql-syntax" spellcheck="false">
ease: "power1.out"

</pre><p>Starts fast, ends slow.</p><pre class="ql-syntax" spellcheck="false">------___

</pre><h2>Power2</h2><pre class="ql-syntax" spellcheck="false">
ease: "power2.out"

</pre><p>Smoother effect.</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 300,
  duration: 2,
  ease: "power2.out"
});

</pre><h2>Bounce</h2><pre class="ql-syntax" spellcheck="false">
ease: "bounce.out"

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".ball", {
  y: 300,
  duration: 2,
  ease: "bounce.out"
});
</pre><h2>Elastic</h2><pre class="ql-syntax" spellcheck="false">
ease: "elastic.out"

</pre><p>Spring-like effect.</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 300,
  ease: "elastic.out(1, 0.3)"
});

</pre><p><br></p>

#### Page: Repeat
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/repeat/

<h1>Repeat</h1><p>Repeats animation multiple times.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 300,
  duration: 1,
  repeat: 2
});

</pre><h3>Timeline</h3><pre class="ql-syntax" spellcheck="false">Run 1
Run 2
Run 3

</pre><p>Because:</p><pre class="ql-syntax" spellcheck="false">
repeat: 2

</pre><p>means repeat 2 extra times.</p><p><br></p><h2>Infinite Repeat</h2><pre class="ql-syntax" spellcheck="false">
repeat: -1

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  rotation: 360,
  duration: 2,
  repeat: -1
});

</pre><p>Infinite rotation.</p><h1>Yoyo</h1><p>Makes animation reverse direction after each repeat.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 300,
  duration: 1,
  repeat: 3,
  yoyo: true
});
</pre><h3>Without Yoyo</h3><pre class="ql-syntax" spellcheck="false">→ reset
→ reset
→ reset

</pre><h3>With Yoyo</h3><pre class="ql-syntax" spellcheck="false">→
←
→
←

</pre><p><br></p>

#### Page: Stagger
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/stagger/

<p>Animates multiple elements one after another.</p><h3>HTML</h3><pre class="ql-syntax" spellcheck="false">
&lt;div class="box"&gt;&lt;/div&gt;
&lt;div class="box"&gt;&lt;/div&gt;
&lt;div class="box"&gt;&lt;/div&gt;
&lt;div class="box"&gt;&lt;/div&gt;

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  y: -100,
  duration: 1,
  stagger: 0.3
});

</pre><h3>What Happens?</h3><pre class="ql-syntax" spellcheck="false">Box1 ----&gt;
      0.3s
Box2 ----&gt;
      0.3s
Box3 ----&gt;
      0.3s
Box4 ----&gt;
</pre><p><br></p><h2>Advanced Stagger</h2><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  y: -100,
  duration: 1,
  stagger: {
    each: 0.2,
    from: "center"
  }
});

</pre><h3>Result</h3><p>Animation starts from center element and spreads outward.</p>

### Section: GSAP Timelines

<h1>Timelines</h1><p>Timelines are one of GSAP's most powerful features. Instead of managing multiple animations separately, you can organize them into a sequence.</p><p><br></p><h1>Why Use Timelines?</h1><p>Without Timeline:</p><pre class="ql-syntax" spellcheck="false">gsap.to(".box1", {
  x: 200,
  duration: 1
});

gsap.to(".box2", {
  x: 200,
  duration: 1,
  delay: 1
});

gsap.to(".box3", {
  x: 200,
  duration: 1,
  delay: 2
});

</pre><p>Problems:</p><ul><li>Too many delays</li><li>Hard to maintain</li><li>Difficult to synchronize</li></ul><p>With Timeline:</p><pre class="ql-syntax" spellcheck="false">const tl = gsap.timeline();

tl.to(".box1", {
  x: 200,
  duration: 1
})
.to(".box2", {
  x: 200,
  duration: 1
})
.to(".box3", {
  x: 200,
  duration: 1
});

</pre><p>Cleaner and easier to control.</p><p><br></p><h1><br></h1>

#### Page: Timeline Basics
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/timeline-basics/

<h1>1. Timeline Basics</h1><p>A Timeline is a container that holds multiple animations.</p><h3>Creating a Timeline</h3><pre class="ql-syntax" spellcheck="false">
const tl = gsap.timeline();

</pre><h3>Simple Example</h3><pre class="ql-syntax" spellcheck="false">
&lt;div class="box red"&gt;&lt;/div&gt;
&lt;div class="box blue"&gt;&lt;/div&gt;
&lt;div class="box green"&gt;&lt;/div&gt;


const tl = gsap.timeline();

tl.to(".red", {
  x: 300,
  duration: 1
})
.to(".blue", {
  x: 300,
  duration: 1
})
.to(".green", {
  x: 300,
  duration: 1
});

</pre><h3>Animation Flow</h3><pre class="ql-syntax" spellcheck="false">Red   --------&gt;
Blue           --------&gt;
Green                    --------&gt;

</pre><p>Each animation starts after the previous one ends.</p>

#### Page: Timeline Methods
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/timeline-methods/

<h1>Timeline Methods</h1><h2><code>.to()</code></h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box", {
  x: 200,
  duration: 1
});

</pre><h2><code>.from()</code></h2><pre class="ql-syntax" spellcheck="false">
tl.from(".box", {
  opacity: 0,
  y: 100,
  duration: 1
});

</pre><h2><code>.fromTo()</code></h2><pre class="ql-syntax" spellcheck="false">
tl.fromTo(
  ".box",
  { scale: 0 },
  { scale: 1, duration: 1 }
);

</pre><h2><code>.set()</code></h2><pre class="ql-syntax" spellcheck="false">
tl.set(".box", {
  opacity: 0
});

</pre><p>Instant property change.</p>

#### Page: Labels
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/labels/

<p>Labels are named positions inside a timeline.</p><p>Instead of using time values, you can use meaningful names.</p><h3>Adding Labels</h3><pre class="ql-syntax" spellcheck="false">
tl.addLabel("start");

</pre><p>or</p><pre class="ql-syntax" spellcheck="false">
tl.addLabel("intro", 2);

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
const tl = gsap.timeline();

tl.addLabel("begin")

.to(".box1", {
  x: 200,
  duration: 1
})

.addLabel("middle")

.to(".box2", {
  x: 200,
  duration: 1
})

.addLabel("end");

</pre><p>Timeline:</p><pre class="ql-syntax" spellcheck="false">begin ---- box1 ---- middle ---- box2 ---- end
</pre><p><br></p>

#### Page: Position Parameters
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/position-parameters/

<p>Position parameters control WHEN animations start.</p><p>This is one of the most important Timeline concepts.</p><h2>Default</h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box1", {
  x: 200,
  duration: 1
});

tl.to(".box2", {
  x: 200,
  duration: 1
});

</pre><p>Result:</p><pre class="ql-syntax" spellcheck="false">Box1 ----&gt;
Box2         ----&gt;

</pre><p>Sequential.</p><h2>Absolute Time</h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box1", {
  x: 200
}, 2);

</pre><p>Starts at 2 seconds.</p><h2>Relative Position <code>"+=1"</code></h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box2", {
  x: 200
}, "+=1");

</pre><p>Starts 1 second after previous animation ends.</p><p>Timeline:</p><pre class="ql-syntax" spellcheck="false">Box1 ----&gt;
          (1s gap)
Box2               ----&gt;
</pre><h2>Relative Position <code>"-=0.5"</code></h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box2", {
  x: 200
}, "-=0.5");

</pre><p>Starts 0.5s before previous animation ends.</p><p>Timeline:</p><pre class="ql-syntax" spellcheck="false">Box1 --------&gt;
        Box2 --------&gt;

</pre><p>Overlap created.</p><p><br></p><h2>Start Together</h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box1", {
  x: 200
})
.to(".box2", {
  y: 200
}, "&lt;");

</pre><p><code>"&lt;"</code> means start at same time as previous animation.</p><p>Timeline:</p><pre class="ql-syntax" spellcheck="false">Box1 --------&gt;
Box2 --------&gt;

</pre><p>Both together.</p><p><br></p><h2>Start After Previous Starts</h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box1", {
  x: 200
})
.to(".box2", {
  y: 200
}, "&lt;0.5");

</pre><p>Starts 0.5 seconds after previous starts.</p><h2>End Together</h2><pre class="ql-syntax" spellcheck="false">
tl.to(".box1", {
  duration: 2
})
.to(".box2", {
  duration: 1
}, "&gt;");

</pre><p><code>"&gt;"</code> means start after previous animation ends.</p>

#### Page: Timeline Control
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/timeline-control/

<h1>Timeline Control</h1><p>Timelines can be controlled like videos.</p><h2>Play</h2><pre class="ql-syntax" spellcheck="false">
tl.play();

</pre><p>Starts timeline.</p><h2>Pause</h2><pre class="ql-syntax" spellcheck="false">
tl.pause();

</pre><p>Stops at current position.</p><h2>Resume</h2><pre class="ql-syntax" spellcheck="false">
tl.resume();

</pre><p>Continues from pause point.</p><h2>Restart</h2><pre class="ql-syntax" spellcheck="false">
tl.restart();

</pre><p>Starts from beginning.</p><h2>Reverse</h2><pre class="ql-syntax" spellcheck="false">
tl.reverse();

</pre><p>Plays backwards.</p><h2>Seek</h2><p>Jump to specific position.</p><pre class="ql-syntax" spellcheck="false">
tl.seek(2);

</pre><p>Move to 2 seconds.</p><h3>Seek to Label</h3><pre class="ql-syntax" spellcheck="false">
tl.seek("intro");

</pre><h2>Progress</h2><pre class="ql-syntax" spellcheck="false">
tl.progress(0.5);

</pre><p>Moves timeline to 50%.</p><h2>Time Scale</h2><p>Controls playback speed.</p><h3>Faster</h3><pre class="ql-syntax" spellcheck="false">
tl.timeScale(2);

</pre><p>2x speed.</p><h3>Slower</h3><pre class="ql-syntax" spellcheck="false">
tl.timeScale(0.5);

</pre><p>Half speed.</p><h1>Example: Button Controls</h1><pre class="ql-syntax" spellcheck="false">
&lt;button id="play"&gt;Play&lt;/button&gt;
&lt;button id="pause"&gt;Pause&lt;/button&gt;
&lt;button id="reverse"&gt;Reverse&lt;/button&gt;


document
.getElementById("play")
.addEventListener("click", () =&gt; tl.play());

document
.getElementById("pause")
.addEventListener("click", () =&gt; tl.pause());

document
.getElementById("reverse")
.addEventListener("click", () =&gt; tl.reverse());

</pre><p><br></p>

### Section: GSAP ScrollTrigger

<h1>GSAP ScrollTrigger</h1><p>ScrollTrigger is a GSAP plugin that lets you animate elements based on the user's scroll position.</p><h1>What is ScrollTrigger?</h1><p>Normally animations run automatically:</p><pre class="ql-syntax" spellcheck="false">gsap.to(".box", {
  x: 300,
  duration: 2
});

</pre><p>With ScrollTrigger, animations start when the user scrolls to a specific point.</p><pre class="ql-syntax" spellcheck="false">gsap.to(".box", {
  x: 300,
  scrollTrigger: ".box"
});
</pre><h2><br></h2><h2>Install ScrollTrigger</h2><h3>CDN</h3><pre class="ql-syntax" spellcheck="false">&lt;script src="https://cdn.jsdelivr.net/npm/gsap@3/dist/gsap.min.js"&gt;&lt;/script&gt;

&lt;script src="https://cdn.jsdelivr.net/npm/gsap@3/dist/ScrollTrigger.min.js"&gt;&lt;/script&gt;

</pre><h3>Register Plugin</h3><pre class="ql-syntax" spellcheck="false">gsap.registerPlugin(ScrollTrigger);
</pre><p><br></p><h1>1. Trigger</h1><p>The <strong>trigger</strong> is the element that starts the animation.</p><h3>Basic Syntax</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 300,

  scrollTrigger: {
    trigger: ".box"
  }
});

</pre><h3>Flow</h3><pre class="ql-syntax" spellcheck="false">User Scrolls
      ↓
Trigger Reaches Viewport
      ↓
Animation Starts

</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">
&lt;section class="section"&gt;
  &lt;div class="box"&gt;&lt;/div&gt;
&lt;/section&gt;


gsap.to(".box", {
  rotation: 360,

  scrollTrigger: {
    trigger: ".section"
  }
});

</pre><p>Animation starts when <code>.section</code> enters viewport.</p><p><br></p><h1>2. Start &amp; End</h1><p>Control exactly when animation starts and stops.</p><h2>Start</h2><pre class="ql-syntax" spellcheck="false">
start: "top center"

</pre><p>Meaning:</p><pre class="ql-syntax" spellcheck="false">Element Top
      ↓
Viewport Center

</pre><p>Animation starts when element's top reaches viewport center.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
start: "elementPosition viewportPosition"
</pre><p><br></p><p><img src="data:image/png;base64,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"></p><p><br></p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
scrollTrigger: {
  trigger: ".box",
  start: "top 80%"
}

</pre><p>Start when box reaches 80% of viewport.</p><h2>End</h2><pre class="ql-syntax" spellcheck="false">
end: "bottom center"

</pre><p>Animation ends when:</p><pre class="ql-syntax" spellcheck="false">Element Bottom
      ↓
Viewport Center

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
scrollTrigger: {
  trigger: ".box",
  start: "top center",
  end: "bottom center"
}
</pre><p><br></p><h1>3. Scrub</h1><p>Scrub links animation progress directly to scrolling.</p><p>Without scrub:</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 500,

  scrollTrigger: {
    trigger: ".box"
  }
});

</pre><p>Animation plays once triggered.</p><p>With scrub:</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".box", {
  x: 500,

  scrollTrigger: {
    trigger: ".box",
    scrub: true
  }
});

</pre><p>Animation follows scrollbar.</p><h3>Visual</h3><pre class="ql-syntax" spellcheck="false">Scroll 20% → Animation 20%

Scroll 50% → Animation 50%

Scroll 100% → Animation 100%

</pre><h2>Smooth Scrub</h2><pre class="ql-syntax" spellcheck="false">
scrub: 2

</pre><p>Meaning:</p><p>Animation catches up smoothly over 2 seconds.</p><pre class="ql-syntax" spellcheck="false">
scrollTrigger: {
  trigger: ".box",
  scrub: 2
}

</pre><p><br></p>

#### Page: Horizontal Scroll
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/horizontal-scroll/

<h1>Horizontal Scroll</h1><p>Create horizontal scrolling sections.</p><h2>HTML</h2><pre class="ql-syntax" spellcheck="false">&lt;div class="container"&gt;
  &lt;section class="panel red"&gt;&lt;/section&gt;
  &lt;section class="panel blue"&gt;&lt;/section&gt;
  &lt;section class="panel green"&gt;&lt;/section&gt;
&lt;/div&gt;

</pre><h2>CSS</h2><pre class="ql-syntax" spellcheck="false">.container {
  display: flex;
  width: 300vw;
}

.panel {
  width: 100vw;
  height: 100vh;
}

</pre><h2>GSAP</h2><pre class="ql-syntax" spellcheck="false">let sections =
gsap.utils.toArray(".panel");

gsap.to(sections, {
  xPercent: -100 * (sections.length - 1),

  ease: "none",

  scrollTrigger: {
    trigger: ".container",
    pin: true,
    scrub: 1,
    end: "+=3000"
  }
});

</pre><h3>Result</h3><pre class="ql-syntax" spellcheck="false">Scroll Down

Panel 1 → Panel 2 → Panel 3

</pre><p>Instead of vertical movement.</p><p><br></p><p><br></p><pre class="ql-syntax" spellcheck="false">let sections =
gsap.utils.toArray(".panel");
</pre><p>Converts all panels into an array.</p><pre class="ql-syntax" spellcheck="false">
[
  redPanel,
  bluePanel,
  greenPanel
]


gsap.to(sections, {

</pre><p>Animate all panels.</p><h3>xPercent</h3><pre class="ql-syntax" spellcheck="false">
xPercent: -100 * (sections.length - 1),

</pre><p>Let's calculate.</p><p>We have:</p><pre class="ql-syntax" spellcheck="false">
sections.length = 3

</pre><p>Therefore:</p><pre class="ql-syntax" spellcheck="false">
-100 * (3 - 1)

= -200

</pre><p>Result:</p><pre class="ql-syntax" spellcheck="false">
xPercent: -200

</pre><h3>Why -200?</h3><p>Initially:</p><pre class="ql-syntax" spellcheck="false">[Red][Blue][Green]
 ^
 Visible

</pre><p>After moving:</p><pre class="ql-syntax" spellcheck="false">[Red][Blue][Green]
             ^
 Visible

</pre><p>Need to move:</p><pre class="ql-syntax" spellcheck="false">100% for Blue
100% for Green

</pre><p>Total:</p><pre class="ql-syntax" spellcheck="false">200%

</pre><p>Hence:</p><pre class="ql-syntax" spellcheck="false">
xPercent: -200

</pre><p>Negative means move left.</p><h3>ease</h3><pre class="ql-syntax" spellcheck="false">
ease: "none"

</pre><p>No acceleration.</p><p>Required for smooth scroll syncing.</p><h1>ScrollTrigger</h1><pre class="ql-syntax" spellcheck="false">
scrollTrigger: {

</pre><p>Creates scroll-based animation.</p><h2>Trigger</h2><pre class="ql-syntax" spellcheck="false">
trigger: ".container",

</pre><p>Animation begins when container reaches viewport.</p><h2>Pin</h2><pre class="ql-syntax" spellcheck="false">
pin: true,

</pre><p>Pins container.</p><p>Normal scrolling:</p><pre class="ql-syntax" spellcheck="false">Scroll ↓

Section passes away

</pre><p>Pinned:</p><pre class="ql-syntax" spellcheck="false">Scroll ↓

Section stays fixed

</pre><p>This allows horizontal movement while page is still scrolling vertically.</p><h2>Scrub</h2><pre class="ql-syntax" spellcheck="false">
scrub: 1,

</pre><p>Links animation to scrollbar.</p><p>Without scrub:</p><pre class="ql-syntax" spellcheck="false">Trigger
 ↓
Animation plays automatically

</pre><p>With scrub:</p><pre class="ql-syntax" spellcheck="false">Scroll 20% → Animation 20%

Scroll 50% → Animation 50%

Scroll 80% → Animation 80%

</pre><p>Perfect synchronization.</p><h2>End</h2><pre class="ql-syntax" spellcheck="false">
end: "+=3000"

</pre><p>Meaning:</p><pre class="ql-syntax" spellcheck="false">Continue animation
for 3000px of scrolling

</pre><h3>Why Need End?</h3><p>Without enough scroll distance:</p><pre class="ql-syntax" spellcheck="false">Scroll
 ↓
Animation ends too fast

</pre><p>With:</p><pre class="ql-syntax" spellcheck="false">
end: "+=3000"

</pre><p>User gets enough space to see:</p><pre class="ql-syntax" spellcheck="false">Red → Blue → Green

</pre><h1>Final Flow</h1><pre class="ql-syntax" spellcheck="false">Page Scrolls

      ↓

Container Reaches Screen

      ↓

Pin Activated

      ↓

Vertical Scroll Continues

      ↓

Panels Move Horizontally

      ↓

Red → Blue → Green

      ↓

End Reached

      ↓

Pin Released

</pre><p><br></p>

#### Page: Parallax
URL: https://inside.blackboxlearning.in/docs/view/gsap/p/parallax/

<h1>Parallax</h1><p>Parallax creates depth by moving elements at different speeds.</p><h3>Example</h3><p>Background moves slower.</p><pre class="ql-syntax" spellcheck="false">
gsap.to(".bg", {
  y: -200,

  scrollTrigger: {
    trigger: ".section",
    scrub: true
  }
});

</pre><h3>Foreground</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(".content", {
  y: -50,

  scrollTrigger: {
    trigger: ".section",
    scrub: true
  }
});

</pre><h3>Effect</h3><pre class="ql-syntax" spellcheck="false">Background  ← Slow

Foreground  ← Fast

</pre><p>Creates 3D depth illusion.</p><h2>Image Parallax</h2><pre class="ql-syntax" spellcheck="false">
gsap.to(".image", {
  yPercent: -20,

  scrollTrigger: {
    trigger: ".image",
    scrub: true
  }
});

</pre><p><br></p>


---

## Topic: Bootstrap
URL: https://inside.blackboxlearning.in/docs/view/bootstrap/

Bootstrap is a popular front-end framework used to build responsive and mobile-first websites quickly. It provides pre-designed components like buttons, forms, grids, and navigation, along with CSS and JavaScript utilities.

### Section: Introduction to Bootstrap

<h2>Introduction to Bootstrap</h2><p>Bootstrap is a popular <strong>CSS framework</strong> used to build responsive and modern websites quickly.</p><p>It provides:</p><ul><li>Ready-made components</li><li>Responsive grid system</li><li>Utility classes</li><li>JavaScript components</li><li>Faster UI development</li></ul><p><br></p><h3>Why Use Bootstrap?</h3><ul><li>Responsive Design</li><li>Faster Development</li><li>Mobile First</li><li>Prebuilt Components</li><li>Easy Customization</li></ul><p><br></p>

#### Page: Installation
URL: https://inside.blackboxlearning.in/docs/view/bootstrap/p/installation/

<h2>1) CDN Method</h2><p><br></p><h3>CSS</h3><pre class="ql-syntax" spellcheck="false">&lt;link href="https://cdn.jsdelivr.net/npm/bootstrap@5.0.2/dist/css/bootstrap.min.css" rel="stylesheet" integrity="sha384-EVSTQN3/azprG1Anm3QDgpJLIm9Nao0Yz1ztcQTwFspd3yD65VohhpuuCOmLASjC" crossorigin="anonymous"&gt;
</pre><h3><br></h3><h3>JS</h3><pre class="ql-syntax" spellcheck="false">&lt;script src="https://cdn.jsdelivr.net/npm/bootstrap@5.0.2/dist/js/bootstrap.bundle.min.js" integrity="sha384-MrcW6ZMFYlzcLA8Nl+NtUVF0sA7MsXsP1UyJoMp4YLEuNSfAP+JcXn/tWtIaxVXM" crossorigin="anonymous"&gt;&lt;/script&gt;
</pre><h2><br></h2><h2>Starter template</h2><pre class="ql-syntax" spellcheck="false">
&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
&lt;head&gt;
  &lt;meta charset="UTF-8" /&gt;
  &lt;meta name="viewport" content="width=device-width, initial-scale=1.0"/&gt;

  &lt;!-- Bootstrap CSS --&gt;
  &lt;link
    href="https://cdn.jsdelivr.net/npm/bootstrap@5.3.3/dist/css/bootstrap.min.css"
    rel="stylesheet"
  /&gt;
&lt;/head&gt;
&lt;body&gt;

  &lt;h1 class="text-center"&gt;Hello Bootstrap&lt;/h1&gt;

  &lt;!-- Bootstrap JS --&gt;
  &lt;script src="https://cdn.jsdelivr.net/npm/bootstrap@5.3.3/dist/js/bootstrap.bundle.min.js"&gt;&lt;/script&gt;
&lt;/body&gt;
&lt;/html&gt;
</pre><h2><br></h2><h2>2) Download Method</h2><ol><li>Go to:  <a href="https://getbootstrap.com?utm_source=chatgpt.com" rel="noopener noreferrer" target="_blank">Bootstrap Official Website</a></li><li>Download files</li><li>Include:</li></ol><pre class="ql-syntax" spellcheck="false">
&lt;link rel="stylesheet" href="css/bootstrap.min.css"&gt;
&lt;script src="js/bootstrap.bundle.min.js"&gt;&lt;/script&gt;

</pre><p><br></p><h2>3) npm Installation</h2><pre class="ql-syntax" spellcheck="false">
npm install bootstrap

</pre><p>Import in JS:</p><pre class="ql-syntax" spellcheck="false">
import 'bootstrap/dist/css/bootstrap.min.css';
</pre><p><br></p>

### Section: Breakpoints

<h2>Breakpoints</h2><p>Bootstrap includes six default breakpoints, sometimes referred to as <em>grid tiers</em>, for building responsively.</p><p><br></p><p><img src="data:image/png;base64,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### Section: Containers

<h2>How they work</h2><p>Containers are the most basic layout element in Bootstrap and are <strong>required when using our default grid system</strong>. </p><p><br></p><p>Bootstrap comes with three different containers:</p><ul><li><code style="color: rgb(214, 51, 132);">.container</code>, which sets a <code style="color: rgb(214, 51, 132);">max-width</code> at each responsive breakpoint</li><li><code style="color: rgb(214, 51, 132);">.container-fluid</code>, which is <code style="color: rgb(214, 51, 132);">width: 100%</code> at all breakpoints</li><li><code style="color: rgb(214, 51, 132);">.container-{breakpoint}</code>, which is <code style="color: rgb(214, 51, 132);">width: 100%</code> until the specified breakpoint</li></ul><p><br></p>

#### Page: container
URL: https://inside.blackboxlearning.in/docs/view/bootstrap/p/container/

<p>Containers help align content.</p><h2><code>.container</code></h2><p>Fixed width responsive container.</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="container bg-light p-3"&gt;
  Fixed Container
&lt;/div&gt;
</pre><p><img 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containers</h2><p>Responsive containers allow you to specify a class that is 100% wide until the specified breakpoint is reached, after which we apply <code style="color: rgb(214, 51, 132);">max-width</code>s for each of the higher breakpoints. For example, <code style="color: rgb(214, 51, 132);">.container-sm</code> is 100% wide to start until the <code style="color: rgb(214, 51, 132);">sm</code> breakpoint is reached, where it will scale up with <code style="color: rgb(214, 51, 132);">md</code>, <code style="color: rgb(214, 51, 132);">lg</code>, <code style="color: rgb(214, 51, 132);">xl</code>, and <code style="color: rgb(214, 51, 132);">xxl</code>.</p><p>Copy</p><pre class="ql-syntax" spellcheck="false">&lt;div class="container-sm"&gt;100% wide until small breakpoint&lt;/div&gt;
&lt;div class="container-md"&gt;100% wide until medium breakpoint&lt;/div&gt;
&lt;div class="container-lg"&gt;100% wide until large breakpoint&lt;/div&gt;
&lt;div class="container-xl"&gt;100% wide until extra large breakpoint&lt;/div&gt;
&lt;div class="container-xxl"&gt;100% wide until extra extra large breakpoint&lt;/div&gt;
</pre><p><br></p><p><br></p>

#### Page: Fluid container
URL: https://inside.blackboxlearning.in/docs/view/bootstrap/p/fluid-container/

<h2><code>.container-fluid</code></h2><p>Full width container.</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="container-fluid bg-warning p-3"&gt;
  Full Width
&lt;/div&gt;

</pre><p><br></p>

### Section: Grid System

<h1>Grid System</h1><p>Bootstrap grid uses:</p><ul><li>12 columns</li><li>Flexbox</li></ul><h2>Basic Structure</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="container"&gt;
  &lt;div class="row"&gt;
    &lt;div class="col"&gt;1&lt;/div&gt;
    &lt;div class="col"&gt;2&lt;/div&gt;
  &lt;/div&gt;
&lt;/div&gt;
</pre><h2><img 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"></h2><h2>Column Sizes</h2><pre class="ql-syntax" spellcheck="false">
col-6
col-4
col-3

</pre><h2>Responsive Grid</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="col-md-6 col-lg-4"&gt;

</pre><p>Meaning:</p><ul><li>Medium screen → 6 columns</li><li>Large screen → 4 columns</li></ul><h2>Auto Columns</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="col"&gt;

</pre><p>Automatically shares space.</p><h2><br></h2><h2>Row Gap &amp; Column Gap</h2><pre class="ql-syntax" spellcheck="false">
g-3
gx-4
gy-5
</pre><p><br></p>

### Section: Typography

<h1>Typography</h1><h2>Headings</h2><pre class="ql-syntax" spellcheck="false">
&lt;h1&gt;Heading&lt;/h1&gt;


&lt;p class="h1"&gt;h1. Bootstrap heading&lt;/p&gt;
&lt;p class="h2"&gt;h2. Bootstrap heading&lt;/p&gt;
&lt;p class="h3"&gt;h3. Bootstrap heading&lt;/p&gt;
&lt;p class="h4"&gt;h4. Bootstrap heading&lt;/p&gt;
&lt;p class="h5"&gt;h5. Bootstrap heading&lt;/p&gt;
&lt;p class="h6"&gt;h6. Bootstrap heading&lt;/p&gt;
</pre><h2>Text Alignment</h2><pre class="ql-syntax" spellcheck="false">
text-center
text-start
text-end

</pre><h2>Display headings</h2><p>Traditional heading elements are designed to work best in the meat of your page content. When you need a heading to stand out, consider using a <strong>display heading </strong>a larger, slightly more opinionated heading style.</p><pre class="ql-syntax" spellcheck="false">&lt;h1 class="display-1"&gt;Display 1&lt;/h1&gt;
&lt;h1 class="display-2"&gt;Display 2&lt;/h1&gt;
&lt;h1 class="display-3"&gt;Display 3&lt;/h1&gt;
&lt;h1 class="display-4"&gt;Display 4&lt;/h1&gt;
&lt;h1 class="display-5"&gt;Display 5&lt;/h1&gt;
&lt;h1 class="display-6"&gt;Display 6&lt;/h1&gt;
</pre><p><br></p><p><br></p><h2>Font Weight</h2><pre class="ql-syntax" spellcheck="false">
fw-bold
fw-light
fw-semibold

</pre><h2>Text Transform</h2><pre class="ql-syntax" spellcheck="false">
text-uppercase
text-lowercase
text-capitalize
</pre><p><br></p>

### Section: Colors & Backgrounds

<h1>Colors &amp; Backgrounds</h1><h2>Text Colors</h2><pre class="ql-syntax" spellcheck="false">text-primary
text-success
text-danger
text-warning
</pre><p><img 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"></p><p><br></p><h2>Background Colors</h2><pre class="ql-syntax" spellcheck="false">
bg-primary
bg-dark
bg-light
</pre><p><img 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"></p><p><br></p><h2>Opacity</h2><pre class="ql-syntax" spellcheck="false">
text-opacity-50
bg-opacity-75

</pre><p><br></p>

### Section: Spacing Utilities

<h1>Spacing Utilities</h1><p>Bootstrap spacing uses:</p><ul><li>m → margin</li><li>p → padding</li></ul><p>Scale:</p><p> 0 → 5</p><p><br></p><h2>Examples</h2><pre class="ql-syntax" spellcheck="false">
mt-5
mb-3
ms-4
me-2
p-5
px-3
py-4
</pre><p><img 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"></p><p><br></p>

### Section: Sizing Utilities

<h1>Sizing Utilities</h1><h2>Width</h2><pre class="ql-syntax" spellcheck="false">
w-25
w-50
w-75
w-100

</pre><h2>Height</h2><pre class="ql-syntax" spellcheck="false">
h-25
h-50
h-100

</pre><h2>Viewport</h2><pre class="ql-syntax" spellcheck="false">
vh-100
min-vh-100
</pre><p><br></p>

### Section: Borders & Shadows

<h1>Borders &amp; Shadows</h1><h2>Borders</h2><pre class="ql-syntax" spellcheck="false">
border
border-0
border-top
border-danger

</pre><p><img 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"></p><p><br></p><p><img 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"></p><p><br></p><p><img 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class="ql-syntax" spellcheck="false">
rounded
rounded-circle
rounded-pill
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"></p><p><br></p><h2>Shadows</h2><pre class="ql-syntax" spellcheck="false">
shadow
shadow-sm
shadow-lg
</pre><p><br></p><p><img 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"></p>

### Section: Display Utilities

<h1>&nbsp;Display Utilities</h1><pre class="ql-syntax" spellcheck="false">
d-block
d-inline
d-inline-block
d-flex
d-none

</pre><h2>Responsive Display</h2><pre class="ql-syntax" spellcheck="false">
d-md-none
d-lg-block

</pre><p><br></p>

### Section: Flexbox Utilities

<h1>Flexbox Utilities</h1><p>Bootstrap provides flexbox classes.</p><h2>Enable Flex</h2><pre class="ql-syntax" spellcheck="false">
d-flex

</pre><h2>Direction</h2><pre class="ql-syntax" spellcheck="false">
flex-row
flex-column

</pre><h2>Justify Content</h2><pre class="ql-syntax" spellcheck="false">
justify-content-center
justify-content-between
justify-content-around

</pre><h2>Align Items</h2><pre class="ql-syntax" spellcheck="false">
align-items-center
align-items-start

</pre><h2>Flex Wrap</h2><pre class="ql-syntax" spellcheck="false">
flex-wrap
</pre><p><br></p>

### Section: Position Utilities

<h1>Position Utilities</h1><pre class="ql-syntax" spellcheck="false">
position-relative
position-absolute
position-fixed
position-sticky

</pre><h2>Position Values</h2><pre class="ql-syntax" spellcheck="false">
top-0
start-0
end-0
bottom-0

</pre><h2>Translate Middle</h2><pre class="ql-syntax" spellcheck="false">
translate-middle

</pre><p><br></p>

### Section: Bootstrap Icons

<h1>Bootstrap Icons</h1><p>Official icon library.</p><p>CDN:</p><pre class="ql-syntax" spellcheck="false">
&lt;link rel="stylesheet" href="https://cdn.jsdelivr.net/npm/bootstrap-icons/font/bootstrap-icons.css"&gt;

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;i class="bi bi-house"&gt;&lt;/i&gt;
</pre><p><img 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"></p>

### Section: Important Responsive Tips

<h1>Navbar</h1><pre class="ql-syntax" spellcheck="false">&lt;nav class="navbar navbar-expand-lg navbar-dark bg-dark"&gt;
  &lt;div class="container"&gt;
    &lt;a class="navbar-brand" href="#"&gt;Logo&lt;/a&gt;
  &lt;/div&gt;
&lt;/nav&gt;

</pre><p><img 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"></p><h1>&nbsp;</h1><h1>Buttons</h1><pre class="ql-syntax" spellcheck="false">&lt;button class="btn btn-primary"&gt;Click&lt;/button&gt;

</pre><h2>Button Types</h2><pre class="ql-syntax" spellcheck="false">btn-success
btn-danger
btn-warning
btn-outline-primary
</pre><p><img 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"></p><p><br></p><p><img 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"></p><h1><br></h1><h1>Cards</h1><pre class="ql-syntax" spellcheck="false">
&lt;div class="card"&gt;
  &lt;img src="img.jpg" class="card-img-top"&gt;

  &lt;div class="card-body"&gt;
    &lt;h5 class="card-title"&gt;Title&lt;/h5&gt;
    &lt;p&gt;Content&lt;/p&gt;
  &lt;/div&gt;
&lt;/div&gt;
</pre><p><img 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"></p><p><br></p><h1>Forms</h1><h2>Input</h2><pre class="ql-syntax" spellcheck="false">
&lt;input type="text" class="form-control"&gt;

</pre><h2>Label</h2><pre class="ql-syntax" spellcheck="false">
&lt;label class="form-label"&gt;Name&lt;/label&gt;

</pre><h2>Select</h2><pre class="ql-syntax" spellcheck="false">
&lt;select class="form-select"&gt;&lt;/select&gt;

</pre><h2>Checkbox</h2><pre class="ql-syntax" spellcheck="false">
&lt;input class="form-check-input"&gt;

</pre><h2>Validation</h2><pre class="ql-syntax" spellcheck="false">
is-valid
is-invalid

</pre><h1><br></h1><h1>Tables</h1><pre class="ql-syntax" spellcheck="false">
&lt;table class="table"&gt;

</pre><h2>Table Classes</h2><pre class="ql-syntax" spellcheck="false">
table-striped
table-bordered
table-hover
table-dark

</pre><h2>Responsive Table</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="table-responsive"&gt;
</pre><h1>Alerts &amp; Badges</h1><h2>Alerts</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="alert alert-success"&gt;
  Success
&lt;/div&gt;

</pre><h2>Dismissible Alert</h2><pre class="ql-syntax" spellcheck="false">
alert-dismissible
btn-close

</pre><h2>Badges</h2><pre class="ql-syntax" spellcheck="false">
&lt;span class="badge bg-primary"&gt;New&lt;/span&gt;
</pre><p><img 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Bars &amp; Spinners</h1><h2>Progress Bar</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="progress"&gt;
  &lt;div class="progress-bar w-75"&gt;&lt;/div&gt;
&lt;/div&gt;

</pre><h2>Spinner</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="spinner-border"&gt;&lt;/div&gt;
</pre><p><br></p><p><img 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"></p><p><br></p><h1>Accordion &amp; Collapse</h1><h2>Accordion</h2><pre class="ql-syntax" spellcheck="false">
&lt;div class="accordion"&gt;

</pre><p>Used for FAQs.</p><h2>Collapse</h2><pre class="ql-syntax" spellcheck="false">
data-bs-toggle="collapse"
</pre><p><br></p><h1>Modals</h1><p>Popup component.</p><pre class="ql-syntax" spellcheck="false">
&lt;button data-bs-toggle="modal" data-bs-target="#exampleModal"&gt;

</pre><h2>Important Parts</h2><ul><li>modal</li><li>modal-dialog</li><li>modal-content</li><li>modal-header</li><li>modal-body</li><li>modal-footer</li></ul><h1><br></h1><h1>Carousel</h1><p>Image slider.</p><pre class="ql-syntax" spellcheck="false">
&lt;div id="carouselExample" class="carousel slide"&gt;

</pre><h2>Features</h2><ul><li>Auto slide</li><li>Indicators</li><li>Controls&nbsp;</li></ul><p><br></p><h1>Offcanvas</h1><p>Sidebar menu.</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="offcanvas offcanvas-start"&gt;

</pre><p>Directions:</p><ul><li>start</li><li>end</li><li>top</li><li>bottom</li></ul><p><br></p><h2>Advanced Utilities</h2><h3>Overflow</h3><pre class="ql-syntax" spellcheck="false">
overflow-hidden
overflow-scroll

</pre><h3>Visibility</h3><pre class="ql-syntax" spellcheck="false">
visible
invisible

</pre><h3>Z-index</h3><pre class="ql-syntax" spellcheck="false">
z-1
z-2
z-3

</pre><p><br></p>


---

## Topic: Css
URL: https://inside.blackboxlearning.in/docs/view/css/

CSS is the language we use to style an Html document . It describes how Html elements should be displayed.

### Section: Css Introduction

<h2>What is CSS?</h2><p>CSS is the language we use to style a Web page.</p><ul><li>CSS stands for Cascading Style Sheets</li><li>CSS describes how HTML elements are to be displayed on screen, paper, or in other media</li><li>CSS saves a lot of work. It can control the layout of multiple web pages all at once</li><li>External stylesheets are stored in CSS files</li></ul><h2>HTML vs CSS</h2><p><img src="/docs/editor/media/?key=editor_media%2F%2F%2Fcc70799866534d03bc1e55fbd80f0f67.png"></p><h2>Why Use CSS?</h2><p>CSS is used to define styles for your web pages, including the design, layout and variations in display for different devices and screen sizes</p><p>The image below shows the same page with and without CSS.</p><p><img 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"></p><h2>Power of CSS</h2><p><img 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"></p><h2><br></h2>

#### Page: CSS Syntax
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-syntax/

<h2>CSS Syntax</h2><p>A CSS rule consists of a selector and a declaration block:</p><p><img 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"></p><p>Eg:</p><p><img src="https://www.w3schools.com/css/img_selector.gif" alt="CSS selector"></p><p><br></p><p>The <strong style="color: rgb(255, 153, 0);">selector</strong> points to the HTML element you want to style.</p><p>The <strong style="color: rgb(255, 153, 0);">declaration</strong> block contains one or more declarations separated by semicolons.</p><p>Each declaration includes a CSS <strong style="color: rgb(255, 153, 0);">property name and a value</strong>, separated by a colon.</p><p>Multiple CSS declarations are separated with semicolons, and declaration blocks are surrounded by curly braces.</p>

### Section: How To Add CSS

<h2>How to Add CSS</h2><p>When a browser reads a style sheet, it will format the HTML document according to the information in the style sheet.</p><p>There are three ways of inserting a style sheet:</p><ol><li>External CSS - link to an external .css file</li><li>Internal CSS - use the &lt;style&gt; element in the head section</li><li>Inline CSS - use the style attribute on HTML elements</li></ol><p><br></p><p>Priority: <strong>Inline &gt; Internal &gt; External</strong></p>

#### Page: External CSS
URL: https://inside.blackboxlearning.in/docs/view/css/p/external-css/

<h2>External CSS</h2><p>With an external style sheet, you can change the look of an entire website by changing just one file!</p><p>Each HTML page must include a reference to the external style sheet file inside the &lt;link&gt; element, inside the head section.</p><h3>Example</h3><p>External styles are defined within the &lt;link&gt; element, inside the &lt;head&gt; section of an HTML page:</p><p><br></p><p><span style="color: slategray;">&lt;!DOCTYPE html&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">head</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">link</span><span style="color: green;">&nbsp;rel</span><span style="color: rgb(0, 92, 197);">="stylesheet"</span><span style="color: green;">&nbsp;href</span><span style="color: rgb(0, 92, 197);">="mystyle.css"</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/head</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a heading<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a paragraph.<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p>An external style sheet can be written in any text editor, and must be saved with a .css extension.</p><p>The external .css file should not contain any HTML tags.</p><p>Here is how the "mystyle.css" file looks:</p><h3>"mystyle.css"</h3><p><br></p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;lightblue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;navy</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;margin-left</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;20px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: Internal CSS
URL: https://inside.blackboxlearning.in/docs/view/css/p/internal-css/

<p>An internal style sheet may be used if one single HTML page has a unique style.</p><p>The internal style is defined inside the &lt;style&gt; element, inside the head section.</p><h3>Example</h3><p>Internal styles are defined within the &lt;style&gt; element, inside the &lt;head&gt; section of an HTML page:</p><p><br></p><p><span style="color: slategray;">&lt;!DOCTYPE html&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">head</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">style</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;linen</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;maroon</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;margin-left</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;40px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/style</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/head</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a heading<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a paragraph.<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p>

#### Page: Inline CSS
URL: https://inside.blackboxlearning.in/docs/view/css/p/inline-css/

<h2>Inline CSS</h2><p>An inline style may be used to apply a unique style for a single element.</p><p>To use inline styles, add the style attribute to the relevant element. The style attribute can contain any CSS property.</p><h3>Example</h3><p>Inline styles are defined within the "style" attribute of the relevant element:</p><p><br></p><p><span style="color: slategray;">&lt;!DOCTYPE html&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="color:blue;text-align:center;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a heading<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="color:red;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>This is a paragraph.<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/body</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/html</span><span style="color: rgb(153, 153, 153);">&gt;</span></p>

### Section: CSS Selectors

<h2>&nbsp;What are CSS Selectors?</h2><p>CSS selectors are used to <strong>target and select HTML elements</strong> so that styles (CSS rules) can be applied to them.</p><p>They act like a bridge between your HTML structure and your CSS styling.</p><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">
p {
  color: blue;
}

</pre><p>This selector targets all &lt;p&gt;  elements and makes their text blue.</p><p><br></p><h1>&nbsp;Types of CSS Selectors</h1><p>CSS selectors are mainly divided into <strong>5 categories</strong>:</p><ul><li>Simple selectors (select elements based on name, id, class)</li><li><a href="https://www.w3schools.com/css/css_combinators.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">Combinator selectors</a>&nbsp;(select elements based on a specific relationship between them)</li><li><a href="https://www.w3schools.com/css/css_pseudo_classes.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">Pseudo-class selectors</a>&nbsp;(select elements based on a certain state)</li><li><a href="https://www.w3schools.com/css/css_pseudo_elements.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">Pseudo-elements selectors</a>&nbsp;(select and style a part of an element)</li><li><a href="https://www.w3schools.com/css/css_attribute_selectors.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">Attribute selectors</a>&nbsp;(select elements based on an attribute or attribute value)</li></ul><p><br></p>

#### Page: Simple Selectors
URL: https://inside.blackboxlearning.in/docs/view/css/p/simple-selectors/

<h2>Simple Selectors</h2><p>These selectors target elements based on basic identifiers like name, id, or class.</p><h3> Types:</h3><h3>🔸 Element Selector</h3><p>Selects elements by tag name.</p><pre class="ql-syntax" spellcheck="false">
h1 {
  color: red;
}
</pre><h3>🔸 ID Selector </h3><p>Selects a unique element with a specific id.</p><pre class="ql-syntax" spellcheck="false">
#header {
  background-color: black;
}
</pre><p>👉 Note: ID must be unique in a page.</p><h3>🔸 Class Selector </h3><p>Selects elements with a specific class.</p><pre class="ql-syntax" spellcheck="false">
.box {
  border: 1px solid gray;
}

</pre><p>👉 Multiple elements can share the same class.</p><h3>🔸 Universal Selector</h3><p>Selects all elements.</p><pre class="ql-syntax" spellcheck="false">
* {
  margin: 0;
  padding: 0;
}

</pre><h3>🔸 Group Selector</h3><p>Apply same style to multiple elements.</p><pre class="ql-syntax" spellcheck="false">
h1, p, div {
  color: green;
}

</pre><p><br></p>

#### Page: Combinator Selectors
URL: https://inside.blackboxlearning.in/docs/view/css/p/combinator-selectors/

<h2>Combinator Selectors</h2><p>These selectors define relationships between elements.</p><h3>🔸 Descendant Selector (space)</h3><p>Selects all matching elements inside another element.</p><pre class="ql-syntax" spellcheck="false">
div p {
  color: blue;
}

</pre><p>👉 Targets all &lt;p&gt; inside &lt;div&gt;</p><h3>🔸 Child Selector (&gt;)</h3><p>Selects direct children only.</p><pre class="ql-syntax" spellcheck="false">
div &gt; p {
  color: red;
}

</pre><h3>🔸 Adjacent Sibling (+)</h3><p>Selects the next immediate sibling.</p><pre class="ql-syntax" spellcheck="false">
h1 + p {
  color: orange;
}

</pre><h3>🔸 General Sibling (~)</h3><p>Selects all siblings after an element.</p><pre class="ql-syntax" spellcheck="false">
h1 ~ p {
  color: purple;
}
</pre><p><br></p>

#### Page: Pseudo-class Selectors
URL: https://inside.blackboxlearning.in/docs/view/css/p/pseudo-class-selectors/

<h2>&nbsp;Pseudo-class Selectors</h2><p>Used to define a <strong>special state</strong> of an element.</p><h3>🔸 Common Examples:</h3><pre class="ql-syntax" spellcheck="false">
a:hover {
  color: red;
}

</pre><p>👉 When user hovers over a link</p><pre class="ql-syntax" spellcheck="false">
input:focus {
  border: 2px solid blue;
}


li:first-child {
  color: green;
}


li:last-child {
  color: blue;
}


li:nth-child(2) {
  color: red;
}

</pre><p><br></p>

#### Page: Pseudo-elements Selectors
URL: https://inside.blackboxlearning.in/docs/view/css/p/pseudo-elements-selectors/

<h2>&nbsp;Pseudo-elements Selectors</h2><p>Used to style <strong>specific parts of elements</strong>.</p><h3>🔸 Examples:</h3><pre class="ql-syntax" spellcheck="false">
p::first-letter {
  font-size: 30px;
}


p::first-line {
  color: blue;
}


::selection {
  background: yellow;
}


p::before {
  content: "👉 ";
}


p::after {
  content: " ✔";
}
</pre><p><br></p>

#### Page: Attribute Selectors
URL: https://inside.blackboxlearning.in/docs/view/css/p/attribute-selectors/

<h2>Attribute Selectors</h2><p>Select elements based on attributes or attribute values.</p><h3>🔸 Examples:</h3><pre class="ql-syntax" spellcheck="false">
input[type="text"] {
  border: 1px solid gray;
}


a[target="_blank"] {
  color: red;
}


img[alt] {
  border: 2px solid black;
}
</pre><p><br></p>

#### Page: Modern CSS Pseudo Classes
URL: https://inside.blackboxlearning.in/docs/view/css/p/modern-css-pseudo-classes/

<h2>1. <code>:is()</code> </h2><p>Used to group multiple selectors cleanly.</p><p><br></p><h2>Without <code>:is()</code></h2><pre class="ql-syntax" spellcheck="false">
section h1,
section h2,
section h3{
  color:red;
}

</pre><h2>With <code>:is()</code></h2><pre class="ql-syntax" spellcheck="false">
section :is(h1,h2,h3){
  color:red;
}

</pre><p>Much cleaner.</p><p><br></p><h2>2. <code>:where()</code> </h2><p>Looks similar to <code>:is()</code></p><p>BUT…</p><p>Specificity becomes:</p><pre class="ql-syntax" spellcheck="false">ZERO (0)

</pre><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
:where(h1,h2,h3){
  margin:0;
}

</pre><p><br></p><h2>3. <code>:not()</code> </h2><p>Select everything EXCEPT something.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
button:not(.primary){
  background:gray;
}

</pre><p>Meaning:</p><pre class="ql-syntax" spellcheck="false">Select all buttons
EXCEPT .primary

</pre><p><br></p>

### Section: CSS Colors

<h2>CSS Colors</h2><p>In CSS, colors are specified by using a predefined color name, or with a RGB, HEX, HSL, RGBA, HSLA value.</p><p><br></p><h2>CSS Background Color</h2><p>You can set the background color for HTML elements:</p><p class="ql-align-center"><span style="background-color: rgb(230, 0, 0);">Hello World</span></p><p><br></p><p><span style="background-color: rgb(230, 0, 0);">Lorem ipsum dolor sit amet, consectetuer adipiscing elit, sed diam nonummy nibh euismod tincidunt ut laoreet dolore magna aliquam erat volutpat. Ut wisi enim ad minim veniam, quis nostrud exerci tation ullamcorper suscipit lobortis nisl ut aliquip ex ea commodo consequat.</span></p><p><br></p><h3>Example</h3><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="background-color:DodgerBlue;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Hello World<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="background-color:Tomato;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Lorem ipsum...<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><h2>CSS Text Color</h2><p>You can set the color of text:</p><h3><span style="color: rgb(230, 0, 0);">Hello World</span></h3><p><span style="color: rgb(0, 102, 204);">Lorem ipsum dolor sit amet, consectetuer adipiscing elit, sed diam nonummy nibh euismod tincidunt ut laoreet dolore magna aliquam erat volutpat.</span></p><p><span style="color: rgb(0, 138, 0);">Ut wisi enim ad minim veniam, quis nostrud exerci tation ullamcorper suscipit lobortis nisl ut aliquip ex ea commodo consequat.</span></p><h3>Example</h3><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="color:Tomato;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Hello World<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="color:DodgerBlue;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Lorem ipsum...<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">p</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="color:MediumSeaGreen;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Ut wisi enim...<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/p</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><h2>CSS Border Color</h2><p>You can set the color of borders:</p><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">h1</span><span style="color: green;">&nbsp;style</span><span style="color: rgb(0, 92, 197);">="border:2px solid Tomato;"</span><span style="color: rgb(153, 153, 153);">&gt;</span>Hello World<span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">/h1</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><p><br></p>

#### Page: CSS RGB Colors
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-rgb-colors/

<h2>RGB Value</h2><p>An RGB color value represents RED, GREEN, and BLUE light sources.</p><p>In CSS, a color can be specified as an RGB value, using this formula:</p><p><strong>rgb(<em>red,</em>&nbsp;<em>green</em>,&nbsp;<em>blue</em>)</strong></p><p>Each parameter (red, green, and blue) defines the intensity of the color between 0 and 255.</p><p>For example, rgb(255, 0, 0) is displayed as red, because red is set to its highest value (255) and the others are set to 0.</p><p>To display black, set all color parameters to 0, like this: rgb(0, 0, 0).</p><p>To display white, set all color parameters to 255, like this: rgb(255, 255, 255).</p><p>Experiment by mixing the RGB values below:</p><p><strong style="background-color: rgb(255, 99, 71); color: rgb(255, 255, 255);">rgb(255, 99, 71)</strong></p><p><br></p><h2><span class="ql-cursor">﻿</span>RGBA Value</h2><p>RGBA color values are an extension of RGB color values with an alpha channel - which specifies the opacity for a color.</p><p>An RGBA color value is specified with:</p><p><strong>rgba(<em>red,</em>&nbsp;<em>green</em>,&nbsp;<em>blue, alpha</em>)</strong></p><p>The alpha parameter is a number between 0.0 (fully transparent) and 1.0 (not transparent at all):</p><p>Experiment by mixing the RGBA values below:</p><p class="ql-align-center"><strong>rgba(255, 99, 71, 0.5)</strong></p><p><br></p>

#### Page: HEX Value
URL: https://inside.blackboxlearning.in/docs/view/css/p/hex-value/

<p>A hexadecimal color is specified with: #RRGGBB.</p><p>In CSS, a color can be specified using a hexadecimal value in the form:</p><p><strong>#<em>rrggbb</em></strong></p><p>Where rr (red), gg (green) and bb (blue) are hexadecimal values between 00 and ff (same as decimal 0-255).</p><p>For example, #ff0000 is displayed as red, because red is set to its highest value (ff) and the others are set to the lowest value (00).</p><p>To display black, set all values to 00, like this: #000000.</p><p>To display white, set all values to ff, like this: #ffffff.&nbsp;</p><p>Experiment by mixing the HEX values below:</p><p><br></p><p><strong>#ff6347</strong></p><h2>3 Digit HEX Value</h2><p>Sometimes you will see a 3-digit hex code in the CSS source.</p><p>The 3-digit hex code is a shorthand for some 6-digit hex codes.</p><p>The 3-digit hex code has the following form:</p><p><strong>#<em>rgb</em></strong></p><p>Where r, g, and b represent the red, green, and blue components with values between 0 and f.</p><p>The 3-digit hex code can only be used when both the values (RR, GG, and BB) are the same for each component. So, if we have #ff00cc, it can be written like this: #f0c.</p><p>Here is an example:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#fc9</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* same as #ffcc99 */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#f0f</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* same as #ff00ff */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#b58</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* same as #bb5588 */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: HSL
URL: https://inside.blackboxlearning.in/docs/view/css/p/hsl/

<h2>HSL Value</h2><p>HSL stands for hue, saturation, and lightness.</p><p>In CSS, a color can be specified using hue, saturation, and lightness (HSL) in the form:</p><p><strong>hsl(<em>hue</em>,&nbsp;<em>saturation</em>,&nbsp;<em>lightness</em>)</strong></p><p>Hue&nbsp;is a degree on the color wheel (from 0 to 360):</p><ul><li>0 (or 360) is red</li><li>120 is green</li><li>240 is blue</li></ul><p><strong>Saturation</strong>&nbsp;is a percentage value: 0% means a shade of gray, and 100% is the full color.</p><p><strong>Lightness</strong>&nbsp;is also a percentage; 0% is black, 50% is neither light or dark, 100% is white.</p><p>Experiment by mixing the HSL values below:</p><p><br></p><p><strong>hsl(0, 100%, 50%)</strong></p><p><br></p><h3>Saturation</h3><p>Saturation can be described as the intensity of a color.</p><p>100% is pure color, no shades of gray.</p><p>50% is 50% gray, but you can still see the color.</p><p>0% is completely gray; you can no longer see the color.</p><p><br></p><h3>Lightness</h3><p>The lightness of a color can be described as how much light you want to give the color, where 0% means no light (black), 50% means 50% light (neither dark nor light) and 100% means full lightness (white).</p><p><br></p><h2>HSLA Value</h2><p>HSLA color values are an extension of HSL color values with an alpha channel - which specifies the opacity for a color.</p><p>An HSLA color value is specified with:</p><p><strong>hsla(<em>hue,</em>&nbsp;<em>saturation</em>,&nbsp;<em>lightness, alpha</em>)</strong></p><p>The alpha parameter is a number between 0.0 (fully transparent) and 1.0 (not transparent at all):</p><p>Experiment by mixing the HSLA values below:</p><p class="ql-align-center"><strong>hsla(0, 100%, 50%, 0.5)</strong></p><p><br></p>

### Section: CSS UNITS

<p>CSS units define <strong>size, spacing, and layout</strong>.</p><p>👉 Used in:</p><ul><li>width / height</li><li>margin / padding</li><li>font-size</li><li>positioning</li></ul><p>Example:</p><pre class="ql-syntax" spellcheck="false">
div {
  width: 200px;
}

</pre><p>Here, <code>px</code> is the <strong>unit</strong>.</p>

#### Page: TYPES OF CSS UNITS
URL: https://inside.blackboxlearning.in/docs/view/css/p/types-of-css-units/

<p>There are <strong>2 main categories</strong>:</p><h3> 1. Absolute Units</h3><p>	 Fixed size (does NOT change)</p><h3> 2. Relative Units</h3><p>	 Changes based on screen / parent / root</p>

#### Page: ABSOLUTE UNITS (FIXED)
URL: https://inside.blackboxlearning.in/docs/view/css/p/absolute-units-fixed/

<h4>&nbsp;px (Pixels) — MOST COMMON</h4><pre class="ql-syntax" spellcheck="false">
.box {
  width: 200px;
}

</pre><p> 1px = 1 screen pixel</p><h3>	 Use when:</h3><ul><li>Borders</li><li>Small fixed elements</li><li>Icons</li></ul><h3>	 Problem:</h3><p>		Not responsive</p><p><br></p><p>Other Absolute Units (Rare)</p><p><br></p><p><img src="data:image/png;base64,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"></p>

#### Page: RELATIVE UNITS
URL: https://inside.blackboxlearning.in/docs/view/css/p/relative-units/

<h2>% (Percentage)</h2><pre class="ql-syntax" spellcheck="false">
.container {
  width: 50%;
}

</pre><p>👉 Relative to <strong>parent element</strong></p><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">
.parent {
  width: 400px;
}

.child {
  width: 50%; /* = 200px */
}

</pre><p><br></p><h2>em (Relative to Parent Font Size)</h2><pre class="ql-syntax" spellcheck="false">
.parent {
  font-size: 20px;
}

.child {
  font-size: 2em; /* = 40px */
}

</pre><p>👉 1em = parent font-size</p><p><br></p><h3>⚠️ Problem with em (IMPORTANT)</h3><p>It can <strong>stack and grow unexpectedly</strong></p><pre class="ql-syntax" spellcheck="false">
.parent {
  font-size: 20px;
}

.child {
  font-size: 2em; /* 40px */
}

.grandchild {
  font-size: 2em; /* 80px 😵 */
}
</pre><p><br></p><h2>&nbsp;rem (ROOT EM) — BEST PRACTICE ✅</h2><pre class="ql-syntax" spellcheck="false">
html {
  font-size: 16px;
}

h1 {
  font-size: 2rem; /* = 32px */
}

</pre><p>👉 Always based on <code>&lt;html&gt;</code></p><h3>✔️ Why use rem?</h3><ul><li>Consistent</li><li>Predictable</li><li>Responsive friendly</li></ul><p><br></p><h2>vw (Viewport Width)</h2><pre class="ql-syntax" spellcheck="false">
div {
  width: 50vw;
}

</pre><p>👉 50% of screen width</p><p><br></p><h2> vh (Viewport Height)</h2><pre class="ql-syntax" spellcheck="false">
div {
  height: 100vh;
}

</pre><p>👉 Full screen height</p><p><br></p><h3>🔥 Real Example:</h3><pre class="ql-syntax" spellcheck="false">
.hero {
  height: 100vh;
}

</pre><p>👉 Full screen hero section</p><p><br></p><h2>vmin &amp; vmax</h2><pre class="ql-syntax" spellcheck="false">
div {
  width: 50vmin;
}

</pre><p>👉 Based on smaller/larger screen dimension</p><p><br></p><h4>KEY DIFFERENCES</h4><h4><br></h4><h4><img 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"></h4>

#### Page: MODERN CSS UNITS
URL: https://inside.blackboxlearning.in/docs/view/css/p/modern-css-units/

<h2> <code>clamp()</code> — RESPONSIVE WITH LIMITS</h2><p><br></p><h3>SYNTAX</h3><pre class="ql-syntax" spellcheck="false">
clamp(MIN, PREFERRED, MAX)

</pre><p>👉 Think like this:</p><blockquote>“Value should grow… but NOT go below MIN and NOT exceed MAX”</blockquote><h2><br></h2><h3> YOUR EXAMPLE</h3><pre class="ql-syntax" spellcheck="false">
font-size: clamp(16px, 2vw, 32px);
</pre><p><br></p><p><img 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"></p><p><br></p><h2><code>calc()</code> — DYNAMIC CALCULATION</h2><h3> SYNTAX</h3><pre class="ql-syntax" spellcheck="false">
calc(expression)

</pre><p> You can do math inside CSS:</p><ul><li><code>+</code></li><li><code>-</code></li><li><code>*</code></li><li><code>/</code></li></ul><h2><br></h2><h2>BASIC EXAMPLE</h2><pre class="ql-syntax" spellcheck="false">
width: calc(100% - 50px);

</pre><h2><br></h2><h2>🔍 HOW IT CALCULATES</h2><p>Let’s say:</p><ul><li>Parent width = 1000px</li></ul><p>👉 <code>100% = 1000px</code></p><p>Now:</p><pre class="ql-syntax" spellcheck="false">1000px - 50px = 950px

</pre><p>👉 Final width = <strong>950px</strong></p><p><br></p><h3>&nbsp;Example 1: Layout spacing</h3><pre class="ql-syntax" spellcheck="false">
.container {
  width: calc(100% - 40px);
}

</pre><p>👉 Leaves space for padding/margin</p><h3><br></h3><h3> Example 2: Centering trick</h3><pre class="ql-syntax" spellcheck="false">
.box {
  left: calc(50% - 100px);
}

</pre><p>👉 Moves element to center</p><h3><br></h3><h3> Example 3: Equal columns</h3><pre class="ql-syntax" spellcheck="false">
.col {
  width: calc(100% / 3);
}

</pre><p>👉 3 equal columns</p>

### Section: CSS Text
#### Page: CSS Text Color
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-color/

<h2>CSS Text Color</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_color.php" rel="noopener noreferrer" target="_blank">color</a></code>&nbsp;property is used to set the color of the text. The color is specified by:</p><ul><li>a color name - like "red"</li><li>a HEX value - like "#ff0000"</li><li>an RGB value - like "rgb(255,0,0)"</li></ul><p><br></p><h2>Text Color and Background Color</h2><p>In this example, we define both the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-color.php" rel="noopener noreferrer" target="_blank">background-color</a></code>&nbsp;property and the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_color.php" rel="noopener noreferrer" target="_blank">color</a></code>&nbsp;property:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;lightgrey</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;blue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;black</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;white</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p>

#### Page: CSS Text Alignment
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-alignment/

<h2>CSS Text Alignment and Text Direction</h2><p><br></p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-align.php" rel="noopener noreferrer" target="_blank">text-align</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-align-last.php" rel="noopener noreferrer" target="_blank">text-align-last</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_pos_vertical-align.php" rel="noopener noreferrer" target="_blank">vertical-align</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_direction.php" rel="noopener noreferrer" target="_blank">direction</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_unicode-bidi.php" rel="noopener noreferrer" target="_blank">unicode-bidi</a></code></li></ul><p><br></p><h2>Text Alignment</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-align.php" rel="noopener noreferrer" target="_blank">text-align</a></code>&nbsp;property is used to set the horizontal alignment of a text.</p><p>This property can have one of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">left</code>&nbsp;- Aligns the text to the left</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">right</code>&nbsp;- Aligns the text to the right</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">center</code>&nbsp;- Centers the text</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">justify</code>&nbsp;- Stretches the lines so that each line has equal width</li></ul><p><br></p><p>When the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-align.php" rel="noopener noreferrer" target="_blank">text-align</a></code>&nbsp;property is set to "justify", each line is stretched so that every line has equal width, and the left and right margins are straight (like in magazines and newspapers):</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;text-align</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;justify</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Text Align Last</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-align-last.php" rel="noopener noreferrer" target="_blank">text-align-last</a></code>&nbsp;property specifies how to align the last line of a text.</p><p>This property can have one of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">auto</code>&nbsp;- Default value. The last line is justified and aligned left</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">left</code>&nbsp;- The last line is aligned to the left</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">right</code>&nbsp;- The last line is aligned to the right</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">center</code>&nbsp;- The last line is center-aligned</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">justify</code>&nbsp;- The last line is justified as the rest of the lines</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">start</code>&nbsp;- The last line is aligned at the start of the line</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">end</code>&nbsp;- The last line is aligned at the end of the line</li></ul><p><br></p><h3>Example</h3><p>Different alignment of the last line in three &lt;p&gt; elements:</p><p><span style="color: rgb(153, 0, 85);">p.a&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-align-last</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;right</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.b&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-align-last</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;center</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.c&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;text-align-last</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;justify</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Vertical Alignment</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_pos_vertical-align.php" rel="noopener noreferrer" target="_blank">vertical-align</a></code>&nbsp;property sets the vertical alignment of an element.</p><p>This property can have one of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">baseline</code>&nbsp;- Default value. The element is aligned with the baseline of the parent</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">length/%</code>&nbsp;- Raises or lower an element by the specified length or percent</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">sub</code>&nbsp;- The element is aligned with the subscript baseline of the parent</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">super</code>&nbsp;- The element is aligned with the superscript baseline of the parent</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">top</code>&nbsp;- The element is aligned with the top of the tallest element on the line</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">text-top</code>&nbsp;- The element is aligned with the top of the parent element's font</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">middle</code>&nbsp;- The element is placed in the middle of the parent element</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">bottom</code>&nbsp;- The element is aligned with the lowest element on the line</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">text-bottom</code>&nbsp;- The element is aligned with the bottom of the parent element's font</li></ul><p><br></p>

#### Page: CSS Text Decoration
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-decoration/

<h2>CSS Text Decoration</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-decoration.php" rel="noopener noreferrer" target="_blank">text-decoration</a></code>&nbsp;property is used to control the appearance of decorative lines on text.</p><p>It is a shorthand property for the following individual properties:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-decoration-line.php" rel="noopener noreferrer" target="_blank">text-decoration-line</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-decoration-color.php" rel="noopener noreferrer" target="_blank">text-decoration-color</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-decoration-style.php" rel="noopener noreferrer" target="_blank">text-decoration-style</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-decoration-thickness.php" rel="noopener noreferrer" target="_blank">text-decoration-thickness</a></code></li></ul><h2>Add a Decoration Line to Text</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-decoration-line.php" rel="noopener noreferrer" target="_blank">text-decoration-line</a></code>&nbsp;property sets the type of decoration line added to the text.</p><p>This property can have one or more of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">none</code>&nbsp;- Default value. Displays no decoration line</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">underline</code>&nbsp;- The decoration line is displayed under the text</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">overline</code>&nbsp;- The decoration line is displayed over the text</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">line-through</code>&nbsp;- The decoration line is displayed through the text</li></ul><p><strong>Tip:</strong>&nbsp;You can combine multiple values, like overline and underline to display lines both over and under a text.</p><p><br></p><h3>Example</h3><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-line</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;overline</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h2&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-line</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;line-through</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h3&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-line</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;underline</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-line</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;overline underline</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>Specify a Color for the Decoration Line</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-decoration-color.php" rel="noopener noreferrer" target="_blank">text-decoration-color</a></code>&nbsp;property is used to set the color of the decoration line.</p><h3>Example</h3><p>Add different colors to the decoration line:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-line</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;overline</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-decoration-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">text-decoration-style</code>&nbsp;property sets the style of the text decoration (like solid, wavy, dotted, dashed, double).</p><p><strong>Tip:</strong>&nbsp;Also look at the&nbsp;<a href="https://www.w3schools.com/cssref/pr_text_text-decoration.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">text-decoration</a>&nbsp;property, which is a short-hand property for text-decoration-line, text-decoration-style, text-decoration-color, and text-decoration-thickness.&nbsp;</p><p><br></p><p><img 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"></p><p><br></p><p><span style="background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);">The&nbsp;</span><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">text-decoration-thickness</code><span style="background-color: rgb(255, 255, 255); color: rgb(0, 0, 0);">&nbsp;property specifies the thickness of the decoration line.</span></p>

#### Page: CSS Text Transformation
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-transformation/

<h2>CSS Text Transformation</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-transform.php" rel="noopener noreferrer" target="_blank">text-transform</a></code>&nbsp;property is used to control the capitalization of text in an element.</p><p>It can be used to transform a text into uppercase or lowercase letters, or capitalize the first letter of each word, without changing the original content in HTML.</p><p>This property can have one of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">none</code>&nbsp;- No transformation. Text renders as it is</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">capitalize</code>&nbsp;- Transforms the first character of each word to uppercase</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">uppercase</code>&nbsp;- Transforms all characters to uppercase</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">lowercase</code>&nbsp;- Transforms all characters to lowercase</li></ul><p><br></p>

#### Page: CSS Text Spacing
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-spacing/

<h2>CSS Text Spacing</h2><p>CSS has several properties to control text spacing.</p><p>In this chapter you will learn about the following properties:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-indent.php" rel="noopener noreferrer" target="_blank">text-indent</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_letter-spacing.php" rel="noopener noreferrer" target="_blank">letter-spacing</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_line-height.php" rel="noopener noreferrer" target="_blank">line-height</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_word-spacing.php" rel="noopener noreferrer" target="_blank">word-spacing</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_white-space.php" rel="noopener noreferrer" target="_blank">white-space</a></code></li></ul><p><br></p><h2>CSS Text Indentation</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_text-indent.php" rel="noopener noreferrer" target="_blank">text-indent</a></code>&nbsp;property is used to specify the indentation of the first line in a text-block.</p><p><strong>Tip:</strong>&nbsp;Negative values are allowed. The first line will be indented to the left if the value is negative.</p><h3>Example</h3><p>Indent the first line of text in a text-block:</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-indent</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;50px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>CSS Letter Spacing</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_letter-spacing.php" rel="noopener noreferrer" target="_blank">letter-spacing</a></code>&nbsp;property is used to specify the space between the characters in a text.</p><p><strong>Tip:</strong>&nbsp;Negative values are allowed.</p><h3>Example</h3><p>Increase and decrease the space between characters:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;letter-spacing</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;5px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h2&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;letter-spacing</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;-2px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>CSS Line Height</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_line-height.php" rel="noopener noreferrer" target="_blank">line-height</a></code>&nbsp;property is used to specify the space between lines.</p><p><strong>Note:</strong>&nbsp;Negative values are not allowed.</p><h3>Example</h3><p>Specify the space between lines:</p><p><span style="color: rgb(153, 0, 85);">p.small&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;line-height</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;0.8</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.big&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;line-height</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;1.8</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>CSS Word Spacing</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_word-spacing.php" rel="noopener noreferrer" target="_blank">word-spacing</a></code>&nbsp;property is used to specify the space between the words in a text.</p><p><strong>Tip:</strong>&nbsp;Negative values are allowed.</p><h3>Example</h3><p>Increase and decrease the space between words:</p><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;word-spacing</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;10px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.two&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;word-spacing</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;-2px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>CSS White Space</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_text_white-space.php" rel="noopener noreferrer" target="_blank">white-space</a></code>&nbsp;property specifies how white-space inside an element is handled.</p><p>This property can have one of the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">normal</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">nowrap</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">pre</code></li></ul><h3>Example</h3><p>How to disable text wrapping inside an element</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;white-space</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;nowrap</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p>

#### Page: CSS Text Shadow
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-text-shadow/

<h2>CSS Text Shadow</h2><p>The&nbsp;<code style="background-color: transparent; color: inherit;"><a href="https://www.w3schools.com/cssref/css3_pr_text-shadow.php" rel="noopener noreferrer" target="_blank">text-shadow</a></code>&nbsp;property adds shadow to text.</p><p>In its simplest use, you only specify the horizontal and the vertical shadow.</p><p>In addition, you can add a shadow color and blur effect.</p><p><br></p><p>Horizontal and vertical shadow:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;text-shadow</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;2px 2px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>Horizontal and vertical shadow, with color:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;text-shadow</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;2px 2px red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>﻿Horizontal and vertical shadow, with color and blur effect:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;text-shadow</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;2px 2px 5px red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2><span class="ql-cursor">﻿</span>Multiple Shadows</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_text-shadow.php" rel="noopener noreferrer" target="_blank">text-shadow</a></code>&nbsp;property also accepts multiple shadows for an element. Define each shadow in a comma-separated list.</p><p>The following example shows a red and blue neon glow shadow:</p><h2>Text shadow effect!</h2><h3>Example</h3><p>Text-shadow with red and blue neon glow:</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;text-shadow</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;0 0 3px #ff0000, 0 0 5px #0000ff</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

### Section: CSS Backgrounds

<h2>CSS Backgrounds</h2><p>The CSS background properties are used to add background effects for elements.</p><p>In these chapters, you will learn about the following CSS background properties:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-color</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-image</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-repeat</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-attachment</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-position</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background</code>&nbsp;(shorthand property)</li></ul><p><br></p>

#### Page: CSS background-color
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-color/

<p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-color.php" rel="noopener noreferrer" target="_blank">background-color</a></code>&nbsp;property specifies the background color of an element.</p><h3>Example</h3><p>The background color of a page is set like this:</p><p><br></p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;lightblue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>With CSS, a color is most often specified by:</p><ul><li>a valid color name - like "red"</li><li>a HEX value - like "#ff0000"</li><li>an RGB value - like "rgb(255,0,0)"</li></ul><p>Look at&nbsp;<a href="https://www.w3schools.com/cssref/css_colors_legal.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">CSS Color Values</a>&nbsp;for a complete list of possible color values.</p><p><br></p><h2>Other Elements</h2><p><br></p><p>You can set the background color for any HTML elements:</p><h3>Example</h3><p>Here, the &lt;h1&gt;, &lt;p&gt;, and &lt;div&gt; elements will have different background colors:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;green</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;lightblue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;yellow</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Opacity / Transparency</h2><p>The&nbsp;<code style="background-color: transparent; color: inherit;"><a href="https://www.w3schools.com/cssref/css3_pr_opacity.php" rel="noopener noreferrer" target="_blank">opacity</a></code>&nbsp;property specifies the opacity/transparency of an element. It can take a value from 0.0 - 1.0. The lower value, the more transparent:</p><p><br></p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;green</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;opacity</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;0.3</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><strong style="background-color: rgb(255, 255, 0); color: rgb(0, 0, 0);">Note:</strong><span style="background-color: rgb(255, 255, 0); color: rgb(0, 0, 0);">&nbsp;When using the&nbsp;</span><code style="background-color: rgb(255, 255, 0); color: inherit;"><a href="https://www.w3schools.com/cssref/css3_pr_opacity.php" rel="noopener noreferrer" target="_blank">opacity</a></code><span style="background-color: rgb(255, 255, 0); color: rgb(0, 0, 0);">&nbsp;property to add transparency to the background of an element, all of its child elements inherit the same transparency. This can make the text inside a fully transparent element hard to read.</span></p><p><br></p><h2>Transparency using RGBA</h2><p>If you do not want to apply opacity to child elements, like in our example above, use&nbsp;<strong>RGBA</strong>&nbsp;color values. The following example sets the opacity for the background color and not the text:</p><p><br></p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;rgba(0, 128, 0, 0.3)&nbsp;</span><span style="color: slategray;">/* Green background with 30% opacity */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: CSS Background Image
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-image/

<h2>CSS background-image</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-image.php" rel="noopener noreferrer" target="_blank">background-image</a></code>&nbsp;property specifies an image to use as the background of an element.</p><p>By default, the image is repeated so it covers the entire element.</p><h3>Example</h3><p>Set the background image for a page:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("paper.gif")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span class="ql-cursor">﻿</span>The background image can also be set for specific elements, like the &lt;p&gt; element:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("paper.gif")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: CSS Background Image Repeat
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-image-repeat/

<h2>CSS background-repeat</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-repeat.php" rel="noopener noreferrer" target="_blank">background-repeat</a></code>&nbsp;property sets if/how a background image will be repeated.</p><p>By default, a background-image is repeated both vertically and horizontally.</p><p>Some images should be repeated only horizontally or vertically, or they will look strange</p><p><br></p><h2>CSS background-repeat Horizontally</h2><p>If the image above is repeated only horizontally (<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-repeat.php" rel="noopener noreferrer" target="_blank">background-repeat: repeat-x;</a></code>), the background will look better:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("gradient_bg.png")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-repeat</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;repeat-x</span><span style="color: rgb(153, 153, 153);">;</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 102);">Tip:</strong><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 102);">&nbsp;To repeat an image only vertically, use&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 102);"><a href="https://www.w3schools.com/cssref/pr_background-repeat.php" rel="noopener noreferrer" target="_blank">background-repeat: repeat-y;</a></code></p><p><br></p><h2>CSS background-repeat: no-repeat</h2><p>Showing the background image only once is also specified by the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-repeat.php" rel="noopener noreferrer" target="_blank">background-repeat</a></code>&nbsp;property:</p><h3>Example</h3><p>Show the background image only once:</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("img_tree.png")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-repeat</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;no-repeat</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>CSS background-position</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-position.php" rel="noopener noreferrer" target="_blank">background-position</a></code>&nbsp;property is used to set the starting position of the background image.</p><p>By default, a background-image is placed at the top-left corner of an element.</p><h3>Example</h3><p>Position the background image in the top-right corner:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("img_tree.png")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-repeat</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;no-repeat</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-position</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;right top</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 153, 153);"><span class="ql-cursor">﻿</span></span><img 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"></p>

#### Page: CSS BACKGROUND-SIZE
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-size/

<p>The <code>background-size</code> property specifies the <strong>size of the background image</strong> in an element.</p><p> It controls how the image is scaled, stretched, or fitted inside the container.</p><h2><br></h2><h2> Purpose</h2><ul><li>Adjust background image dimensions</li><li>Control responsiveness of images</li><li>Prevent distortion or overflow</li><li>Create full-width or contained layouts</li></ul><p><br></p>

#### Page: CSS Background Attachment
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-attachment/

<p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_background-attachment.php" rel="noopener noreferrer" target="_blank">background-attachment</a></code>&nbsp;property specifies whether the background image should scroll or be fixed (will not scroll with the rest of the page):</p><h3>Example</h3><p>Specify that the background image should be fixed:</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("img_tree.png")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-repeat</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;no-repeat</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;background-position</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;right top</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-attachment</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;fixed</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h3>Example</h3><p>Specify that the background image should scroll with the rest of the page:</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-attachment</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;scroll</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><img 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"></p><p><br></p><h1>CSS&nbsp;initial&nbsp;Keyword</h1><p><br></p><h3>Example</h3><p>Set the text color of the &lt;div&gt; element to red, but keep the initial color for &lt;h1&gt; elements:</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">h1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;initial</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>Definition and Usage</h2><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">initial</code>&nbsp;keyword is used to set a CSS property to its default value.</p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">initial</code>&nbsp;keyword can be used for any CSS property, and on any HTML element.</p><p><br></p><p><br></p><h1><br></h1><h1>CSS&nbsp;inherit&nbsp;Keyword</h1><p><br></p><h3>Example</h3><p>Set the text-color for &lt;span&gt; elements to blue, except those inside elements with class="extra":</p><p><span style="color: rgb(153, 0, 85);">span&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;blue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">.extra span&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;inherit</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>Definition and Usage</h2><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">inherit</code>&nbsp;keyword specifies that a property should inherit its value from its parent element.</p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">inherit</code>&nbsp;keyword can be used for any CSS property, and on any HTML element.</p>

#### Page: CSS Background Shorthand
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-background-shorthand/

<h2>CSS background - Shorthand property</h2><p>To shorten the code, it is possible to specify all the background properties in one single property. This is called a shorthand property.</p><p>Instead of writing:</p><p><br></p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#ffffff</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-image</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;url("img_tree.png")</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-repeat</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;no-repeat</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-position</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;right top</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>You can use the shorthand property&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_background.php" rel="noopener noreferrer" target="_blank">background</a></code>:</p><p><br></p><h3>Example</h3><p>Use the shorthand property to set all the background properties in one declaration:</p><p><span style="color: rgb(153, 0, 85);">body&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#ffffff url("img_tree.png") no-repeat right top</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_background.php" rel="noopener noreferrer" target="_blank">background</a></code>&nbsp;property is a shorthand property for the following properties:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-color</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-image</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-position</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-size</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-repeat</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-attachment</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-origin</code></li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">background-clip</code></li></ul><p>If some of the property values are missing, they will be set to their initial (default) values.</p><p><br></p><p><br></p>

#### Page: Backdrop-filter
URL: https://inside.blackboxlearning.in/docs/view/css/p/backdrop-filter/

<h2><code>backdrop-filter</code></h2><p>Blurs the background behind the element.</p><pre class="ql-syntax" spellcheck="false">
backdrop-filter: blur(10px);

</pre><p>Element stays clear.</p><p> Background becomes blurry.</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY2FyZCI+CiAgR2xhc3MgQ2FyZAo8L2Rpdj4=" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Glass Card</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p><p><br></p><h1>Important Understanding</h1><h2><code>filter</code></h2><p>Affects the element itself.</p><pre class="ql-syntax" spellcheck="false">
filter: blur(10px);

</pre><p>Entire element becomes blurry.</p>

### Section: CSS Borders

<h2>CSS Borders</h2><p>The CSS border properties allow you to specify the style, width, and color of an element's border.</p><p><img src="data:image/png;base64,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"></p><p><br></p><h2>CSS Border Style</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-style.php" rel="noopener noreferrer" target="_blank">border-style</a></code>&nbsp;property specifies what kind of border to display.</p><p>The following values are allowed:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">dotted</code>&nbsp;- Defines a dotted border</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">dashed</code>&nbsp;- Defines a dashed border</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">solid</code>&nbsp;- Defines a solid border</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">double</code>&nbsp;- Defines a double border</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">groove</code>&nbsp;- Defines a 3D grooved border. The effect depends on the border-color value</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">ridge</code>&nbsp;- Defines a 3D ridged border. The effect depends on the border-color value</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">inset</code>&nbsp;- Defines a 3D inset border. The effect depends on the border-color value</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">outset</code>&nbsp;- Defines a 3D outset border. The effect depends on the border-color value</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">none</code>&nbsp;- Defines no border</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">hidden</code>&nbsp;- Defines a hidden border</li></ul><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-style.php" rel="noopener noreferrer" target="_blank">border-style</a></code>&nbsp;property can have from one to four values (for the top border, right border, bottom border, and the left border).</p><p><br></p><p><img src="data:image/png;base64,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"></p>

#### Page: CSS Border Width
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-border-width/

<h2>CSS Border Width</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-width.php" rel="noopener noreferrer" target="_blank">border-width</a></code>&nbsp;property specifies the width of the four borders.</p><p>The width can be set as a specific size (in px, pt, cm, em, etc) or by using one of the three pre-defined values: thin, medium, or thick:</p><h3>Example</h3><p>Demonstration of the different border widths:</p><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;5px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.two&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;medium</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.three&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;2px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.four&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;thick</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>Specific Side Widths</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-width.php" rel="noopener noreferrer" target="_blank">border-width</a></code>&nbsp;property can have from one to four values (for the top border, right border, bottom border, and the left border):</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;5px 20px</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* 5px top and bottom, 20px on the sides */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.two&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;20px 5px</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* 20px top and bottom, 5px on the sides */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.three&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 10px 4px 35px</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* 25px top, 10px right, 4px bottom and 35px left */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p>

#### Page: CSS Border Color
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-border-color/

<h2>CSS Border Color</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-color.php" rel="noopener noreferrer" target="_blank">border-color</a></code>&nbsp;property is used to set the color of the four borders.</p><p>The color can be set by:</p><ul><li>name - specify a color name, like "red"</li><li>HEX - specify a HEX value, like "#ff0000"</li><li>RGB - specify a RGB value, like "rgb(255,0,0)"</li><li>HSL - specify a HSL value, like "hsl(0, 100%, 50%)"</li><li>transparent</li></ul><p><strong>Note:</strong>&nbsp;If&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-color.php" rel="noopener noreferrer" target="_blank">border-color</a></code>&nbsp;is not set, it inherits the color of the element.</p><h3>Example</h3><p>Demonstration of the different border colors:</p><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.two&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;green</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">p.three&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;blue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Specific Side Colors</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-color.php" rel="noopener noreferrer" target="_blank">border-color</a></code>&nbsp;property can have from one to four values (for the top border, right border, bottom border, and the left border).&nbsp;</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;red green blue yellow</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* red top, green right, blue bottom and yellow left */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>HEX Values</h2><p>The color of the border can also be specified using a hexadecimal value (HEX):</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;#ff0000</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* red */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>RGB Values</h2><p>Or by using RGB values:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;rgb(255, 0, 0)</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* red */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>HSL Values</h2><p>You can also use HSL values:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p.one&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;hsl(0, 100%, 50%)</span><span style="color: rgb(153, 153, 153);">;</span><span style="color: rgb(215, 58, 73);">&nbsp;</span><span style="color: slategray;">/* red */</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: CSS Border Sides
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-border-sides/

<h2>CSS Border - Individual Sides</h2><p>From the examples on the previous pages, you have seen that it is possible to specify a different border for each side.</p><p>In CSS, there are also properties for specifying each of the borders (top, right, bottom, and left):</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-top_style.php" rel="noopener noreferrer" target="_blank">border-top-style</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-right_style.php" rel="noopener noreferrer" target="_blank">border-right-style</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-bottom_style.php" rel="noopener noreferrer" target="_blank">border-bottom-style</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-left_style.php" rel="noopener noreferrer" target="_blank">border-left-style</a></code></li></ul><p>In the example below we use the four properties above to set the style of each border side:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-top-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-right-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-bottom-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-left-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span class="ql-cursor">﻿</span>We can also use the shorthand&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-style.php" rel="noopener noreferrer" target="_blank">border-style</a></code>&nbsp;property to achieve the same result.</p><p>The example below gives the same result as the example above:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-style</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;dotted solid</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p>

#### Page: CSS Shorthand Border Property
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-shorthand-border-property/

<h2>CSS Border - Shorthand Property</h2><p>Like you saw in the previous page, there are many properties to consider when dealing with borders.</p><p>To shorten the code, it is also possible to specify all the individual border properties in one property.</p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border.php" rel="noopener noreferrer" target="_blank">border</a></code>&nbsp;property is a shorthand property for the following individual border properties:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-width.php" rel="noopener noreferrer" target="_blank">border-width</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-style.php" rel="noopener noreferrer" target="_blank">border-style</a></code>&nbsp;(required)</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_border-color.php" rel="noopener noreferrer" target="_blank">border-color</a></code></li></ul><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;5px solid red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>You can also specify all the individual border properties for just one side:</p><h3>Left Border</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;border-left</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;6px solid red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p>

#### Page: CSS Rounded Borders
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-rounded-borders/

<h2>CSS Rounded Borders</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_border-radius.php" rel="noopener noreferrer" target="_blank">border-radius</a></code>&nbsp;property is used to add rounded borders to an element:</p><h3>Example</h3><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;2px solid red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border-radius</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;5px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Definition and Usage</h2><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">border-radius</code>&nbsp;property defines the radius of the element's corners.</p><p><br></p><p><strong>Tip:</strong>&nbsp;This property allows you to add rounded corners to elements!&nbsp;</p><p><br></p><p>This property can have from one to four values. Here are the rules:</p><p><br></p><p><strong>Four values - border-radius: 15px 50px 30px 5px;&nbsp;</strong>(first value applies to top-left corner, second value applies to top-right corner, third </p><p>value applies to bottom-right corner, and fourth value applies to bottom-left corner)</p><p><br></p><p><strong>Three values - border-radius: 15px 50px 30px;</strong>&nbsp;(first value applies to top-left corner, second value applies to top-right and bottom-left corners, and third value applies to bottom-right corner)</p><p><br></p><p><strong>Two values - border-radius: 15px 50px;&nbsp;</strong>(first value applies to top-left and bottom-right corners, and the second value applies to top-right and bottom-left corners)</p><p><br></p><p><strong>One value - border-radius: 15px;&nbsp;</strong>(the value applies to all four corners, which are rounded equally</p>

### Section: CSS Margins

<h2>CSS Margins</h2><p>The CSS margin properties are used to create space around elements, outside of any defined borders.</p><p><br></p><p>Margins define the distance between an element's border and the surrounding elements.</p><p><br></p><p>With CSS, you have full control over the margins. CSS has properties for setting the margin for each individual side of an element (top, right, bottom, and left), and a shorthand property for setting all the margin properties in one declaration.</p><p><br></p><h2>Margin - Individual Sides</h2><p>CSS has properties for specifying the margin for each side of an element:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-top.php" rel="noopener noreferrer" target="_blank">margin-top</a></code>&nbsp;- sets the top margin of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-right.php" rel="noopener noreferrer" target="_blank">margin-right</a></code>&nbsp;- sets the right margin of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-bottom.php" rel="noopener noreferrer" target="_blank">margin-bottom</a></code>&nbsp;- sets the bottom margin of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-left.php" rel="noopener noreferrer" target="_blank">margin-left</a></code>&nbsp;- sets the left margin of an element</li></ul><p>All the margin properties can have the following values:</p><ul><li>auto - the browser calculates the margin</li><li><em>length</em>&nbsp;- specifies a margin in px, pt, cm, etc.</li><li><em>%</em>&nbsp;- specifies a margin in % of the width of the containing element</li><li>inherit - specifies that the margin should be inherited from the parent element</li></ul><p><strong>Tip:</strong>&nbsp;Negative values are also allowed.</p><p><br></p><h2>Margin - Shorthand Property</h2><p>To shorten the code, it is possible to specify all the margin properties in one declaration.</p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property is a shorthand property for the following individual margin properties:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-top.php" rel="noopener noreferrer" target="_blank">margin-top</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-right.php" rel="noopener noreferrer" target="_blank">margin-right</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-bottom.php" rel="noopener noreferrer" target="_blank">margin-bottom</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin-left.php" rel="noopener noreferrer" target="_blank">margin-left</a></code></li></ul><p>Here is how it works:</p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property has four values:</p><ul><li><strong>margin: 25px 50px 75px 100px;</strong></li><li class="ql-indent-1">top margin is 25px</li><li class="ql-indent-1">right margin is 50px</li><li class="ql-indent-1">bottom margin is 75px</li><li class="ql-indent-1">left margin is 100px</li></ul><h3>Example</h3><p>Use the margin shorthand property with four values:</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;margin</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px 75px 100px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property has three values:</p><ul><li><strong>margin: 25px 50px 75px;</strong></li><li class="ql-indent-1">top margin is 25px</li><li class="ql-indent-1">right and left margins are 50px</li><li class="ql-indent-1">bottom margin is 75px</li></ul><h3>Example</h3><p>Use the margin shorthand property with three values:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;margin</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px 75px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property has two values:</p><ul><li><strong>margin: 25px 50px;</strong></li><li class="ql-indent-1">top and bottom margins are 25px</li><li class="ql-indent-1">right and left margins are 50px</li></ul><h3>Example</h3><p>Use the margin shorthand property with two values:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;margin</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property has one value:</p><ul><li><strong>margin: 25px;</strong></li><li class="ql-indent-1">all four margins are 25px</li></ul><p><br></p><h3>Example</h3><p>Use the margin shorthand property with one value:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">p&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;margin</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2><span class="ql-cursor">﻿</span>The auto Value</h2><p>You can set the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_margin.php" rel="noopener noreferrer" target="_blank">margin</a></code>&nbsp;property to&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">auto</code>&nbsp;to horizontally center the element within its container.</p><p>The element will then take up the specified width, and the remaining space will be split equally between the left and right margins.</p><h3>Example</h3><p>Use margin: auto:</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;300px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;margin</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;auto</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;border</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;1px solid red</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p>

#### Page: CSS Margin Collapse
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-margin-collapse/

<p>Margin collapse is when two margins collapse into a single margin.</p><p><br></p><p>Top and bottom margins of elements are sometimes collapsed into a single margin that is equal to the largest of the two margins.</p><p><br></p><p><strong>Note:</strong>&nbsp;Margin collapse only happens with top and bottom margins! Not left and right margins!</p>

### Section: CSS Padding

<h2>CSS Padding</h2><p>The CSS padding properties are used to generate space around an element's content, inside of any defined borders.</p><p><br></p><p>With CSS, you have full control over the padding. There are properties for setting the padding for each side of an element (top, right, bottom, and left), and a shorthand property for setting all the padding properties in one declaration.</p><p><br></p><h2>Padding - Individual Sides</h2><p>CSS has properties for specifying the padding for each side of an element:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-top.php" rel="noopener noreferrer" target="_blank">padding-top</a></code>&nbsp;- sets the top padding of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-right.php" rel="noopener noreferrer" target="_blank">padding-right</a></code>&nbsp;- sets the right padding of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-bottom.php" rel="noopener noreferrer" target="_blank">padding-bottom</a></code>&nbsp;- sets the bottom padding of an element</li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-left.php" rel="noopener noreferrer" target="_blank">padding-left</a></code>&nbsp;- sets the left padding of an element</li></ul><p>All the padding properties can have the following values:</p><ul><li><em>length</em>&nbsp;- specifies a padding in px, pt, cm, etc.</li><li><em>%</em>&nbsp;- specifies a padding in % of the width of the containing element</li><li>inherit - specifies that the padding should be inherited from the parent element</li></ul><p><strong>Note:</strong>&nbsp;Negative values are not allowed.</p><p><br></p><h3>Example</h3><p>Set different padding for all four sides of a &lt;div&gt; element:&nbsp;&nbsp;</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;padding-top</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;50px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;padding-right</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;30px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;padding-bottom</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;50px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;padding-left</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;80px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><h2>Padding - Shorthand Property</h2><p>To shorten the code, it is possible to specify all the padding properties in one declaration.</p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding.php" rel="noopener noreferrer" target="_blank">padding</a></code>&nbsp;property is a shorthand property for the following individual padding properties:</p><ul><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-top.php" rel="noopener noreferrer" target="_blank">padding-top</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-right.php" rel="noopener noreferrer" target="_blank">padding-right</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-bottom.php" rel="noopener noreferrer" target="_blank">padding-bottom</a></code></li><li><code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding-left.php" rel="noopener noreferrer" target="_blank">padding-left</a></code></li></ul><p>Here is how it works:</p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding.php" rel="noopener noreferrer" target="_blank">padding</a></code>&nbsp;property has four values:</p><ul><li><strong>padding: 25px 50px 75px 100px;</strong></li><li class="ql-indent-1">top padding is 25px</li><li class="ql-indent-1">right padding is 50px</li><li class="ql-indent-1">bottom padding is 75px</li><li class="ql-indent-1">left padding is 100px</li></ul><h3>Example</h3><p>Use the padding shorthand property with four values:</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px 75px 100px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding.php" rel="noopener noreferrer" target="_blank">padding</a></code>&nbsp;property has three values:</p><ul><li><strong>padding: 25px 50px 75px;</strong></li><li class="ql-indent-1">top padding is 25px</li><li class="ql-indent-1">right and left paddings are 50px</li><li class="ql-indent-1">bottom padding is 75px</li></ul><h3>Example</h3><p>Use the padding shorthand property with three values:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px 75px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding.php" rel="noopener noreferrer" target="_blank">padding</a></code>&nbsp;property has two values:</p><ul><li><strong>padding: 25px 50px;</strong></li><li class="ql-indent-1">top and bottom paddings are 25px</li><li class="ql-indent-1">right and left paddings are 50px</li></ul><h3>Example</h3><p>Use the padding shorthand property with two values:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px 50px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p>If the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_padding.php" rel="noopener noreferrer" target="_blank">padding</a></code>&nbsp;property has one value:</p><ul><li><strong>padding: 25px;</strong></li><li class="ql-indent-1">all four paddings are 25px</li></ul><p><br></p><h3>Example</h3><p>Use the padding shorthand property with one value:&nbsp;</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><br></p>

#### Page: Padding and box-sizing
URL: https://inside.blackboxlearning.in/docs/view/css/p/padding-and-box-sizing/

<h2>Padding and Element Width</h2><p>The CSS&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_width.php" rel="noopener noreferrer" target="_blank">width</a></code>&nbsp;property specifies the width of the element's content area. The content area is the portion inside the padding, border, and margin of an element (<a href="https://www.w3schools.com/css/css_boxmodel.asp" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">the box model</a>).</p><p>So, if an element has a specified width, the padding added to that element will be added to the total width of the element. This is often an undesirable result.</p><h3>Example</h3><p>Here, the &lt;div&gt; element is given a width of 300px. However, the actual width of the &lt;div&gt; element will be 350px (300px + 25px of left padding + 25px of right padding):</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;300px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><h2>Padding and box-sizing</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_box-sizing.php" rel="noopener noreferrer" target="_blank">box-sizing</a></code>&nbsp;property defines how the width and height of an element are calculated: should they include padding and borders, or not.</p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_box-sizing.php" rel="noopener noreferrer" target="_blank">box-sizing</a></code>&nbsp;property can have the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">content-box</code>&nbsp;- This is default. The width and height properties includes only the content (border and padding are not included)</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">border-box</code>&nbsp;- The width and height properties includes content, padding and border</li></ul><p>So, to keep the width at 300px, no matter the amount of padding, you can use the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/css3_pr_box-sizing.php" rel="noopener noreferrer" target="_blank">box-sizing: border-box;</a></code>. This causes the element to maintain its actual width; if you increase the padding, the available content space will decrease.</p><h3>Example</h3><p>Use the box-sizing property to keep the width at 300px, no matter the amount of padding:</p><p><span style="color: rgb(153, 0, 85);">div&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;300px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;padding</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;25px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;&nbsp;box-sizing</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;border-box</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><br></p><p><br></p>

### Section: CSS Height and Width

<h2>height and width</h2><p>The&nbsp;<span style="color: rgb(255, 153, 0);">height</span>&nbsp;and&nbsp;<span style="color: rgb(255, 153, 0);">width</span>&nbsp;properties are used to set the height and width of an element.</p><p>The height and width do not include padding, borders, or margins. It sets the height and width of the area inside the padding, border, and margin of the element.</p><p><br></p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">height</code>&nbsp;property sets the height of an element.</p><p>The height of an element does not include padding, borders, or margins!</p><p>If&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">height: auto;</code>&nbsp;the element will automatically adjust its height to allow its content to be displayed correctly.</p><p>If&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">height</code>&nbsp;is set to a numeric value (like pixels, (r)em, percentages) then if the content does not fit within the specified height, it will overflow. How the container will handle the overflowing content is defined by the&nbsp;<a href="https://www.w3schools.com/cssref/pr_pos_overflow.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">overflow</a>&nbsp;property.</p><p><strong>Note:</strong>&nbsp;The&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_min-height.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">min-height</a>&nbsp;and&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_max-height.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">max-height</a>&nbsp;properties override the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">height</code>&nbsp;property.</p><p><br></p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">width</code>&nbsp;property sets the width of an element.</p><p>The width of an element does not include padding, borders, or margins!</p><p><strong>Note:</strong>&nbsp;The&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_min-width.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">min-width</a>&nbsp;and&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">max-width</a>&nbsp;properties override the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">width</code>&nbsp;property.</p><p><br></p><h2>height and width Values</h2><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">auto</code>&nbsp;- This is default. The browser calculates the height and width</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">length</code>&nbsp;- Defines the height or width in px, cm, em, etc.</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">%</code>&nbsp;- Defines the height or width in percent of the containing block</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">initial</code>&nbsp;- Sets the height or width to its default value</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">inherit</code>&nbsp;- The height or width will be inherited from its parent value</li></ul><p><br></p><p><br></p>

#### Page: min-height / max-height
URL: https://inside.blackboxlearning.in/docs/view/css/p/min-height-max-height/

<h2>CSS Using max-width</h2><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code>&nbsp;property sets the maximum allowed width of an element. This prevents the width of an element to be larger than the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code>&nbsp;property value.</p><p>The&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code>&nbsp;property can have the following values:</p><ul><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">length</code>&nbsp;- Defines the maximum width in px, cm, etc.</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;"><em>%</em></code>&nbsp;- Defines the maximum width in percent of the containing block</li><li><code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">none</code>&nbsp;- This is default. Means that there is no maximum width</li></ul><p>One problem with the&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_width.php" rel="noopener noreferrer" target="_blank">width</a></code>&nbsp;property can occur when the browser window is smaller than the width of the element. The browser then adds a horizontal scrollbar to the page. So, using&nbsp;<code style="color: inherit; background-color: transparent;"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code>&nbsp;will improve the browser's handling on small windows.</p><p><br></p><p>One &lt;div&gt; element with a max-width of 500 pixels, and one &lt;div&gt; element with a width of 500 pixels:</p><p><span style="color: rgb(153, 0, 85);">.div1&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;max-width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;500px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;powderblue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><span style="color: rgb(153, 0, 85);">.div2&nbsp;</span><span style="color: rgb(153, 153, 153);">{</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;width</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;500px</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(215, 58, 73);">&nbsp;background-color</span><span style="color: rgb(153, 153, 153);">:</span><span style="color: rgb(0, 92, 197);">&nbsp;powderblue</span><span style="color: rgb(153, 153, 153);">;</span></p><p><span style="color: rgb(153, 153, 153);">}</span></p><p><br></p><p><strong style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">Note:</strong><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;If you use both the&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 0);"><a href="https://www.w3schools.com/cssref/pr_dim_width.php" rel="noopener noreferrer" target="_blank">width</a></code><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;property and the&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 0);"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;property on the same element, and the value of the&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 0);"><a href="https://www.w3schools.com/cssref/pr_dim_width.php" rel="noopener noreferrer" target="_blank">width</a></code><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;property is larger than the&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 0);"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;property; the&nbsp;</span><code style="color: inherit; background-color: rgb(255, 255, 0);"><a href="https://www.w3schools.com/cssref/pr_dim_max-width.php" rel="noopener noreferrer" target="_blank">max-width</a></code><span style="color: rgb(0, 0, 0); background-color: rgb(255, 255, 0);">&nbsp;property value will be used!</span></p><p><br></p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-width</code>&nbsp;property defines the minimum width of an element.</p><p>If the content is smaller than the minimum width, the minimum width will be applied.</p><p>If the content is larger than the minimum width, the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-width</code>&nbsp;property has no effect.</p><p><strong>Note:</strong>&nbsp;This prevents the value of the&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_width.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">width</a>&nbsp;property from becoming smaller than&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-width</code>.</p><p><br></p><h2>Definition and Usage</h2><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">max-height</code>&nbsp;property defines the maximum height of an element.</p><p>If the content is larger than the maximum height, it will overflow. How the container will handle the overflowing content is defined by the&nbsp;<a href="https://www.w3schools.com/cssref/pr_pos_overflow.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">overflow</a>&nbsp;property.</p><p>If the content is smaller than the maximum height, the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">max-height</code>&nbsp;property has no effect.</p><p><strong>Note:</strong>&nbsp;This prevents the value of the&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_height.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">height</a>&nbsp;property from becoming larger than&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">max-height</code>. The value of the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">max-height</code>&nbsp;property overrides the height property.</p><p><br></p><p>The&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-height</code>&nbsp;property defines the minimum height of an element.</p><p>If the content is smaller than the minimum height, the minimum height will be applied.</p><p>If the content is larger than the minimum height, the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-height</code>&nbsp;property has no effect.</p><p><strong>Note:</strong>&nbsp;This prevents the value of the&nbsp;<a href="https://www.w3schools.com/cssref/pr_dim_height.php" rel="noopener noreferrer" target="_blank" style="color: inherit; background-color: transparent;">height</a>&nbsp;property from becoming smaller than&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">min-height</code>.</p>

#### Page: aspect-ratio
URL: https://inside.blackboxlearning.in/docs/view/css/p/aspect-ratio/

<p>Modern CSS property used to maintain proportional width &amp; height automatically.</p><p><br></p><h2>Basic Syntax</h2><pre class="ql-syntax" spellcheck="false">
aspect-ratio: 16 / 9;

</pre><p>Meaning:</p><pre class="ql-syntax" spellcheck="false">Width : Height
16    : 9
</pre><p><img 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"></p>

### Section: CSS LAYOUT BASICS

<h2>POSITION PROPERTY </h2><p>👉 Controls <strong>how an element is placed on the page</strong></p>

#### Page: Types of Position
URL: https://inside.blackboxlearning.in/docs/view/css/p/types-of-position/

<h2>1. <code>position: static</code> (DEFAULT)</h2><h2><br></h2><h3>Behavior:</h3><ul><li>Default for all elements</li><li>Follows normal document flow</li><li><code>top</code>, <code>left</code>, etc <strong>DO NOT WORK</strong></li></ul><pre class="ql-syntax" spellcheck="false">.box {
  position: static;
}

</pre><p>👉 You rarely use this manually</p><p><br></p><h2>2. <code>position: relative</code></h2><h3><br></h3><h3>Behavior:</h3><ul><li>Moves <strong>relative to its original position</strong></li><li>Still occupies original space</li></ul><pre class="ql-syntax" spellcheck="false">.box {
  position: relative;
  top: 20px;
  left: 30px;
}

</pre><p>👉 Moves down 20px, right 30px</p><p><br></p><h2>IMPORTANT:</h2><ul><li>Leaves a gap where it originally was</li></ul><p><br></p><h2>3. <code>position: absolute</code></h2><h3><br></h3><h3>Behavior:</h3><ul><li>Removed from normal flow</li><li>Positioned relative to <strong>nearest positioned parent</strong></li></ul><pre class="ql-syntax" spellcheck="false">.parent {
  position: relative;
}

.child {
  position: absolute;
  top: 0;
  right: 0;
}

</pre><p>👉 Child sticks to top-right of parent</p><p><br></p><h2>⚠️ KEY RULE:</h2><p>👉 If no parent has position → uses <strong>body</strong></p><p><br></p><h2><strong>﻿4</strong>. POSITION FIXED</h2><p>The element stays fixed on the screen even while scrolling.</p><p><br></p><p>Used for:</p><ul><li>navbar</li><li>floating buttons</li><li>chat icons</li><li>CTA buttons</li></ul><p><br></p><h2>5. POSITION STICKY</h2><p>Element behaves:</p><ul><li>normal initially</li><li>sticks after scroll reaches a point</li></ul><p>Best for:</p><ul><li>sticky navbar</li><li>section titles</li><li>sidebars</li></ul><h2><br></h2><p><br></p><p><img src="/docs/editor/media/?key=editor_media%2F%2F%2Fb038e424d7dd45249d1d5eccac6d49ec.png"></p>

### Section: CSS DISPLAY PROPERTY

<h1><code>display</code>?</h1><p>👉 It defines <strong>how an element behaves in layout</strong></p><ul><li>Does it take full width?</li><li>Can it sit next to others?</li><li>Can you set width/height?</li></ul><p><br></p><h2>BASIC IDEA</h2><p>Every HTML element is a box, and <code>display</code> decides:</p><p>👉 <strong>How that box is placed on the page</strong></p>

#### Page: DISPLAY TYPES
URL: https://inside.blackboxlearning.in/docs/view/css/p/display-types/

<h1> <code>display: block</code></h1><h2>Behavior</h2><ul><li>Takes <strong>full width</strong></li><li>Starts on a <strong>new line</strong></li><li>Can set width &amp; height</li></ul><h2>Example:</h2><pre class="ql-syntax" spellcheck="false">
&lt;div&gt;Box 1&lt;/div&gt;
&lt;div&gt;Box 2&lt;/div&gt;


div {
  display: block;
  background: lightblue;
}

</pre><p>👉 Output:</p><pre class="ql-syntax" spellcheck="false">[Box 1       ]
[Box 2       ]
</pre><h2><br></h2><h2>Common Block Elements:</h2><ul><li><code>&lt;div&gt;</code></li><li><code>&lt;p&gt;</code></li><li><code>&lt;h1&gt;</code> to <code>&lt;h6&gt;</code></li></ul><p><br></p><h1><code>display: inline</code></h1><h2>Behavior</h2><ul><li>Takes only <strong>content width</strong></li><li>Stays in <strong>same line</strong></li><li>❌ Cannot set width/height</li></ul><h2>Example:</h2><pre class="ql-syntax" spellcheck="false">
&lt;span&gt;One&lt;/span&gt;
&lt;span&gt;Two&lt;/span&gt;


span {
  display: inline;
  background: yellow;
}

</pre><p>👉 Output:</p><pre class="ql-syntax" spellcheck="false">One Two

</pre><h2><br></h2><h2> Common Inline Elements:</h2><ul><li><code>&lt;span&gt;</code></li><li><code>&lt;a&gt;</code></li><li><code>&lt;strong&gt;</code></li></ul><p><br></p><h1><code>display: inline-block</code></h1><h2>✅ Behavior</h2><ul><li>Stays in <strong>same line</strong></li><li>✅ Can set width/height</li></ul><h2>Example:</h2><pre class="ql-syntax" spellcheck="false">
&lt;button&gt;Btn 1&lt;/button&gt;
&lt;button&gt;Btn 2&lt;/button&gt;


button {
  display: inline-block;
  width: 100px;
  height: 50px;
}

</pre><p>👉 Output:</p><pre class="ql-syntax" spellcheck="false">[Btn1] [Btn2]

</pre><h2>📌 Use Case:</h2><ul><li>Buttons</li><li>Cards in row&nbsp;</li></ul><p><br></p><h1>. <code>display: none</code></h1><h2> Behavior</h2><ul><li>Completely <strong>removes element</strong></li><li>No space taken</li></ul><h2>Example:</h2><pre class="ql-syntax" spellcheck="false">
div {
  display: none;
}

</pre><p>👉 Element disappears fully</p><p><br></p><p><img src="data:image/png;base64,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"></p>

#### Page: Z-index
URL: https://inside.blackboxlearning.in/docs/view/css/p/z-index/

<p>Z-Index</p><p><code>z-index</code> controls the <strong>stack order</strong> of elements.</p><ul><li>Higher <code>z-index</code> = element appears on top</li><li>Lower <code>z-index</code> = element stays behind</li></ul><p>Think like layers in Photoshop.</p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0icmVkIj48L2Rpdj4KPGRpdiBjbGFzcz0iYmx1ZSI+PC9kaXY+" data-css="LnJlZHsKICB3aWR0aDoyMDBweDsKICBoZWlnaHQ6MjAwcHg7CiAgYmFja2dyb3VuZDpyZWQ7CgogIHBvc2l0aW9uOmFic29sdXRlOwogIHRvcDo1MHB4OwogIGxlZnQ6NTBweDsKCiAgei1pbmRleDoxOwp9CgouYmx1ZXsKICB3aWR0aDoyMDBweDsKICBoZWlnaHQ6MjAwcHg7CiAgYmFja2dyb3VuZDpibHVlOwoKICBwb3NpdGlvbjphYnNvbHV0ZTsKICB0b3A6MTAwcHg7CiAgbGVmdDoxMDBweDsKCiAgei1pbmRleDoyOwp9" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">HTML/CSS/JS Sandbox</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h1>Important Rule</h1><p><code>z-index</code> only works when element has:</p><pre class="ql-syntax" spellcheck="false">position: relative;
position: absolute;
position: fixed;
position: sticky;

</pre><p>Without position, <code>z-index</code> usually won't work.</p><p><br></p><h1>Negative Z-Index</h1><pre class="ql-syntax" spellcheck="false">.bg{
  position:absolute;
  z-index:-1;
}

</pre><p>Used to send elements behind everything.</p><p><br></p><h2>Stacking Context&nbsp;</h2><p>Sometimes <code>z-index</code> not working because of <strong>stacking context</strong>.</p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iYm94MSI+CiAgQk9YIDEKPC9kaXY+Cgo8ZGl2IGNsYXNzPSJwYXJlbnQiPgogIFBBUkVOVAogIDxkaXYgY2xhc3M9ImNoaWxkIj4KICAgIENISUxECiAgPC9kaXY+CjwvZGl2Pg==" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">BOX 1



  PARENT
  
    CHILD</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>

#### Page: Overflow
URL: https://inside.blackboxlearning.in/docs/view/css/p/overflow/

<h1>Overflow</h1><p><code>overflow</code> controls what happens when content becomes bigger than its container.</p><p><br></p><h2>Basic Syntax</h2><pre class="ql-syntax" spellcheck="false">
overflow: value;

</pre><p>Values:</p><ul><li><code>visible</code></li><li><code>hidden</code></li><li><code>scroll</code></li><li><code>auto</code></li></ul><p><br></p><h3>1. <code>overflow: hidden</code></h3><p>Hides extra content outside the box.</p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iYm94Ij4KICBMb3JlbSBpcHN1bSBkb2xvciBzaXQgYW1ldCBjb25zZWN0ZXR1ciBhZGlwaXNpY2luZyBlbGl0LgogIExvcmVtIGlwc3VtIGRvbG9yIHNpdCBhbWV0IGNvbnNlY3RldHVyIGFkaXBpc2ljaW5nIGVsaXQuCjwvZGl2Pg==" data-css="LmJveHsKICB3aWR0aDoxMjBweDsKICBoZWlnaHQ6MTMwcHg7CiAgYm9yZGVyOjJweCBzb2xpZCBibGFjazsKCiAgb3ZlcmZsb3c6aGlkZGVuOwp9" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Lorem ipsum dolor sit amet consectetur adipisicing elit.
  L</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h3>2. <code>overflow: scroll</code></h3><p>Always shows scrollbar.</p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iYm94Ij4KICBMb3JlbSBpcHN1bSBkb2xvciBzaXQgYW1ldCBjb25zZWN0ZXR1ciBhZGlwaXNpY2luZyBlbGl0LgogIExvcmVtIGlwc3VtIGRvbG9yIHNpdCBhbWV0IGNvbnNlY3RldHVyIGFkaXBpc2ljaW5nIGVsaXQuCiAgTG9yZW0gaXBzdW0gZG9sb3Igc2l0IGFtZXQgY29uc2VjdGV0dXIgYWRpcGlzaWNpbmcgZWxpdC4KICBMb3JlbSBpcHN1bSBkb2xvciBzaXQgYW1ldCBjb25zZWN0ZXR1ciBhZGlwaXNpY2luZyBlbGl0Lgo8L2Rpdj4=" data-css="LmJveHsKICB3aWR0aDoyNTBweDsKICBoZWlnaHQ6MTAwcHg7CgogIG92ZXJmbG93OnNjcm9sbDsKfQ==" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Lorem ipsum dolor sit amet consectetur adipisicing elit.
  L</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h3>3. <code>overflow: auto</code></h3><p>Scrollbar appears ONLY when needed.</p><p><br></p><h3>4. <code>overflow-x</code> and <code>overflow-y</code></h3><p>Control horizontal and vertical overflow separately.</p><p><br></p><h1>Text Overflow</h1><p>Used when text is too long.</p><h1><code>text-overflow: ellipsis</code></h1><p>Shows:</p><pre class="ql-syntax" spellcheck="false">Hello this is very lo...

</pre><p>instead of breaking layout.</p><p><br></p><h1>Required Properties</h1><pre class="ql-syntax" spellcheck="false">
white-space: nowrap;
overflow: hidden;
text-overflow: ellipsis;

</pre><p>ALL 3 are needed.</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PHAgY2xhc3M9InRleHQiPgogIFRoaXMgaXMgYSB2ZXJ5IGxvbmcgdGl0bGUgdGhhdCBzaG91bGQgbm90IGJyZWFrIHRoZSBsYXlvdXQKPC9wPg==" data-css="LnRleHR7CiAgd2lkdGg6MjAwcHg7CgogIHdoaXRlLXNwYWNlOm5vd3JhcDsKICBvdmVyZmxvdzpoaWRkZW47CiAgdGV4dC1vdmVyZmxvdzplbGxpcHNpczsKCiAgYm9yZGVyOjFweCBzb2xpZCBibGFjazsKfQ==" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">This is a very long title that should not break the layout</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>

### Section: Flex box

<h1>CSS FLEXBOX (Flexible Box Layout)</h1><h2>What is Flexbox?</h2><p>Flexbox is a <strong>one-dimensional layout system</strong> used to arrange items in:</p><ul><li>a <strong>row (horizontal)</strong> OR</li><li>a <strong>column (vertical)</strong></li></ul><p>Best for:</p><ul><li>Navbar</li><li>Centering content</li><li>Small UI layouts</li><li>Aligning items</li></ul><p><br></p><p>When you use:</p><pre class="ql-syntax" spellcheck="false">.container {
  display: flex;
}
</pre><p><br></p><p>Two things are created:</p><ul><li><strong>Flex Container</strong> (parent)</li><li><strong>Flex Items</strong> (children)</li></ul><p><br></p><p><br></p><h3>Flexbox vs. Grid</h3><p>CSS Flexbox is used for a one-dimensional layout, with rows OR columns.</p><p>CSS Grid&nbsp;is used for a two-dimensional layout, with rows AND columns.</p><p><br></p><h2>&nbsp;Axes System</h2><p><br></p><p>This is the most important concept in Flexbox.</p><ul><li><strong>Main Axis</strong> → defined by flex-direction</li><li><strong>Cross Axis</strong> → perpendicular to main axis</li></ul><p><br></p><p><img src="data:image/png;base64,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"></p><h2>Flex Container Properties</h2><h3>display:flex;</h3><p>Activates flexbox.</p><pre class="ql-syntax" spellcheck="false">.container {
  display: flex;
}

</pre><h3>flex-direction: ;</h3><p>Controls direction of items.</p><pre class="ql-syntax" spellcheck="false">flex-direction: row;          /* default */
flex-direction: column;
flex-direction: row-reverse;
flex-direction: column-reverse;

</pre><p>👉 Changes the <strong>main axis</strong></p><p><br></p><h3>justify-content (Main Axis Alignment)</h3><p>Controls how items are placed along main axis.</p><p><br></p><pre class="ql-syntax" spellcheck="false">justify-content: flex-start;
justify-content: center;
justify-content: flex-end;
justify-content: space-between;
justify-content: space-around;
justify-content: space-evenly;
</pre><p><br></p><h3>align-items (Cross Axis Alignment)</h3><pre class="ql-syntax" spellcheck="false">align-items: stretch;   /* default */
align-items: center;
align-items: flex-start;
align-items: flex-end;
align-items: baseline;

</pre><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY29udGFpbmVyIj4KICA8ZGl2IGNsYXNzPSJpdGVtIj5Cb3ggMTwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPkJveCAyPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+Qm94IDM8L2Rpdj4KPC9kaXY+" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Box 1
  Box 2
  Box 3</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2>flex-wrap</h2><h3>👉 Controls wrapping</h3><h3>Example 1: No Wrap (Default)</h3><pre class="ql-syntax" spellcheck="false">.container {
  display: flex;
  flex-wrap: nowrap;
}

</pre><h3>Example 2: Wrap</h3><pre class="ql-syntax" spellcheck="false">.container {
  flex-wrap: wrap;
}

</pre><p>👉 Items go to next line</p><h3>Example 3: Wrap Reverse</h3><pre class="ql-syntax" spellcheck="false">.container {
  flex-wrap: wrap-reverse;
}
</pre><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY29udGFpbmVyIj4KICA8ZGl2IGNsYXNzPSJpdGVtIj4xPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+MjwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjM8L2Rpdj4KICA8ZGl2IGNsYXNzPSJpdGVtIj40PC9kaXY+CjwvZGl2PgoKPGRpdiBjbGFzcz0iY29udGFpbmVyMiI+CiAgPGRpdiBjbGFzcz0iaXRlbSI+MTwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjI8L2Rpdj4KICA8ZGl2IGNsYXNzPSJpdGVtIj4zPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+NDwvZGl2Pgo8L2Rpdj4KCjxkaXYgY2xhc3M9ImNvbnRhaW5lcjMiPgogIDxkaXYgY2xhc3M9Iml0ZW0iPjE8L2Rpdj4KICA8ZGl2IGNsYXNzPSJpdGVtIj4yPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+MzwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjQ8L2Rpdj4KPC9kaXY+" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">1
  2
  3
  4



  1
  2
  3
  4



  1
  2
  3
  4</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2>gap</h2><h3>Example</h3><pre class="ql-syntax" spellcheck="false">.container {
  display: flex;
  gap: 20px;
}

</pre><p>👉 Adds spacing without margin</p><p><br></p><h2>align-content</h2><p>align-content is used to <strong>control the spacing between rows (or columns) of flex items</strong> when they wrap onto multiple lines.</p><p>👉 Important:</p><p>It <strong>only works when flex-wrap:wrap; is enabled AND there are multiple lines</strong>.</p><p><br></p><h2>🔥 Key Idea</h2><ul><li><code>align-items</code> → aligns items <strong>inside a single row</strong></li><li><code>align-content</code> → aligns <strong>multiple rows as a group</strong></li></ul><h2>&nbsp;Values of <code>align-content</code></h2><h3>1. <code>flex-start</code></h3><p>Lines are packed at the <strong>top</strong></p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: flex-start;
}

</pre><h3>2. <code>flex-end</code></h3><p>Lines are packed at the <strong>bottom</strong></p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: flex-end;
}

</pre><h3>3. <code>center</code></h3><p>Lines are centered vertically</p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: center;
}

</pre><h3>4. <code>space-between</code></h3><p>Equal space <strong>between rows</strong></p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: space-between;
}

</pre><h3>5. <code>space-around</code></h3><p>Equal space <strong>around rows</strong></p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: space-around;
}

</pre><h3>6. <code>space-evenly</code></h3><p>Equal spacing everywhere</p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: space-evenly;
}

</pre><h3>7. <code>stretch</code> (default)</h3><p>Rows stretch to fill container</p><pre class="ql-syntax" spellcheck="false">.container {
  align-content: stretch;
}

</pre><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY29udGFpbmVyIj4KICA8ZGl2IGNsYXNzPSJpdGVtIj4xPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+MjwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjM8L2Rpdj4KICA8ZGl2IGNsYXNzPSJpdGVtIj40PC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+NTwvZGl2Pgo8L2Rpdj4=" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">1
  2
  3
  4
  5</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><code>flex-flow</code> is a <strong>shorthand property</strong> in CSS Flexbox.</p><p>👉 It combines <strong>two properties into one</strong>:</p><ul><li><code>flex-direction</code></li><li><code>flex-wrap</code></li></ul><h2> Your example</h2><pre class="ql-syntax" spellcheck="false">
.container {
  flex-flow: row wrap;
}
</pre><p><br></p>

#### Page: FLEX ITEM PROPERTIES
URL: https://inside.blackboxlearning.in/docs/view/css/p/flex-item-properties/

<h1><code>flex-grow</code></h1><h2>What it does</h2><p>Controls <strong>how much an item grows</strong> compared to others when there is <strong>extra space</strong>.</p><h2>Key Idea</h2><ul><li>Default = <code>0</code> → item <strong>does NOT grow</strong></li><li>Bigger number = <strong>takes more space</strong></li></ul><h2>Example 1 (Equal growth)</h2><pre class="ql-syntax" spellcheck="false">.item {
  flex-grow: 1;
}

</pre><p>👉 All items grow <strong>equally</strong></p><p>Example:</p><ul><li>3 items → each gets equal width</li></ul><p><br></p><h2>Example 2 (Different growth)</h2><pre class="ql-syntax" spellcheck="false">.item:nth-child(1) {
  flex-grow: 2;
}

</pre><p>👉 First item gets <strong>double space</strong></p><p>Example:</p><ul><li>Item 1 → 2 parts</li><li>Others → 1 part each</li></ul><p><br></p><h1><code>flex-shrink</code></h1><h2>What it does</h2><p>Controls <strong>how items shrink</strong> when there is <strong>not enough space</strong></p><h2>Key Idea</h2><ul><li>Default = <code>1</code> → items <strong>can shrink</strong></li><li><code>0</code> → item <strong>will NOT shrink</strong></li></ul><h2>Example</h2><pre class="ql-syntax" spellcheck="false">.item {
  flex-shrink: 0;
}

</pre><p>👉 Items keep their size → may overflow</p><h2>🔥 Real Use Case</h2><ul><li>Prevent logo or button from shrinking</li><li>Keep important UI fixed size</li></ul><h1><code>flex-basis</code></h1><h2>👉 What it does</h2><p>Sets the <strong>initial size of an item before growing/shrinking</strong></p><h2>🧠 Key Idea</h2><ul><li>Works like <code>width</code> (in row)</li><li>Works like <code>height</code> (in column)</li></ul><h2>🧪 Example</h2><pre class="ql-syntax" spellcheck="false">.item {
  flex-basis: 200px;
}

</pre><p>👉 Each item starts at <strong>200px</strong></p><h2>⚠️ Important</h2><p><code>flex-basis</code> <strong>overrides width</strong></p><pre class="ql-syntax" spellcheck="false">.item {
  width: 100px;
  flex-basis: 200px;
}

</pre><p>👉 Final size = <strong>200px</strong></p><p><br></p><h1><code>flex</code> (MOST IMPORTANT)</h1><h2>👉 What it does</h2><p>Shortcut for:</p><pre class="ql-syntax" spellcheck="false">flex: grow shrink basis;

</pre><h2>🧪 Example</h2><pre class="ql-syntax" spellcheck="false">.item {
  flex: 1 1 200px;
}

</pre><p>👉 Means:</p><ul><li>grow = 1 → can expand</li><li>shrink = 1 → can shrink</li><li>basis = 200px → starting size</li></ul><h3>Responsive cards (BEST USE)</h3><pre class="ql-syntax" spellcheck="false">.item {
  flex: 1 1 250px;
}

</pre><p>👉 Cards:</p><ul><li>Try to be 250px</li><li>Grow if space</li><li>Shrink if needed&nbsp;</li></ul><h1><code>align-self</code></h1><h2>👉 What it does</h2><p>Overrides <code>align-items</code> for <strong>one specific item</strong></p><h2>🧠 Key Idea</h2><ul><li>Works on <strong>cross-axis</strong></li><li>Individual control</li></ul><h2>🧪 Example</h2><pre class="ql-syntax" spellcheck="false">.item:nth-child(2) {
  align-self: center;
}

</pre><p>👉 Only second item is centered</p><h2>🔥 Values</h2><ul><li><code>flex-start</code></li><li><code>flex-end</code></li><li><code>center</code></li><li><code>stretch</code></li></ul><h2><code>order</code> </h2><p>👉 Controls <strong>visual order</strong> of items (without changing HTML)</p><pre class="ql-syntax" spellcheck="false">
.item:nth-child(1) {
  order: 2;
}

.item:nth-child(2) {
  order: 1;
}

</pre><p>👉 Output:</p><ul><li>Item 2 appears first</li><li>Item 1 appears later</li></ul><p>🔥 Use case:</p><ul><li>Reordering layout in responsive design</li></ul><p><br></p><h2>Default Values </h2><p>Most people forget this 👇</p><pre class="ql-syntax" spellcheck="false">
.container {
  display: flex;
}

</pre><p>👉 Default behavior:</p><pre class="ql-syntax" spellcheck="false">
flex-direction: row;
flex-wrap: nowrap;
justify-content: flex-start;
align-items: stretch;
align-content: stretch;

</pre><p>👉 Important for debugging layouts</p>

### Section: CSS Grid

<h2>What is CSS Grid?</h2><p><strong>CSS Grid</strong> is a <strong>two-dimensional layout system</strong></p><p>→ Works with <strong>rows AND columns</strong></p><p>Unlike Flexbox (1D), Grid handles:</p><ul><li>Complex layouts</li><li>Full page structures</li><li>Sections with rows + columns</li></ul><h2>Best Use Cases</h2><ul><li>Full website layouts</li><li>Dashboard UI</li><li>Card grids</li><li>Magazine layouts</li></ul><h2>When you use:</h2><pre class="ql-syntax" spellcheck="false">.container {
  display: grid;
}

</pre><p>Two things are created:</p><ul><li><strong>Grid Container (parent)</strong></li><li><strong>Grid Items (children)</strong></li></ul><p><img src="data:image/png;base64,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"></p><h1>&nbsp;GRID CONCEPT (MOST IMPORTANT)</h1><h2>Grid Lines</h2><p>👉 Invisible lines that divide the grid</p><h2>Grid Tracks</h2><p>👉 Space between lines (rows/columns)</p><h2>Grid Cell</h2><p>👉 Single box</p><h2>Grid Area</h2><p>👉 Multiple cells combined</p><p><br></p><h1>ACTIVATING GRID</h1><pre class="ql-syntax" spellcheck="false">.container {
  display: grid;
}

</pre><p>👉 Children automatically become <strong>grid items</strong></p><p><br></p><h2>grid-template-columns (CORE PROPERTY)</h2><p>👉 Defines columns</p><pre class="ql-syntax" spellcheck="false">.container {
  grid-template-columns: 200px 200px 200px;
}

</pre><h3>🔥 FRACTION UNIT (fr)</h3><p>👉 MOST IMPORTANT UNIT</p><pre class="ql-syntax" spellcheck="false">.container {
  grid-template-columns: 1fr 1fr 1fr;
}

</pre><p>👉 Equal distribution</p><h3>🔥 MIXED CONTROL</h3><pre class="ql-syntax" spellcheck="false">.container {
  grid-template-columns: 200px 1fr 2fr;
}

</pre><p>👉 Real-world layout:</p><ul><li>Sidebar → fixed</li><li>Content → flexible&nbsp;</li></ul><h2>&nbsp;grid-template-rows</h2><pre class="ql-syntax" spellcheck="false">.container {
  grid-template-rows: 100px 200px auto;
}

</pre><p>👉 <code>auto</code> = content decides height</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY29udGFpbmVyIj4KICA8ZGl2IGNsYXNzPSJpdGVtIj4xPC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+MjwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjM8L2Rpdj4KICA8ZGl2IGNsYXNzPSJpdGVtIj40PC9kaXY+CiAgPGRpdiBjbGFzcz0iaXRlbSI+NTwvZGl2PgogIDxkaXYgY2xhc3M9Iml0ZW0iPjY8L2Rpdj4KPC9kaXY+" data-css="LmNvbnRhaW5lciB7CiAgZGlzcGxheTogZ3JpZDsKCiAgLyogMyBjb2x1bW5zICovCiAgZ3JpZC10ZW1wbGF0ZS1jb2x1bW5zOiAyMDBweCAyMDBweCAyMDBweDsKCiAgLyogMiByb3dzICovCiAgZ3JpZC10ZW1wbGF0ZS1yb3dzOiAxMDBweCAxNTBweDsKCiAgZ2FwOiAxMHB4Owp9CgouaXRlbSB7CiAgYmFja2dyb3VuZDogIzRDQUY1MDsKICBjb2xvcjogd2hpdGU7CiAgZm9udC1zaXplOiAyMHB4OwogIGRpc3BsYXk6IGZsZXg7CiAganVzdGlmeS1jb250ZW50OiBjZW50ZXI7CiAgYWxpZ24taXRlbXM6IGNlbnRlcjsKfQ==" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">1
  2
  3
  4
  5
  6</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2>gap</h2><pre class="ql-syntax" spellcheck="false">.container {
  gap: 20px;
}

</pre><p>👉 Works for both rows + columns</p><p>👉 Cleaner than margin</p><p><br></p><h3><code>column-gap</code> &amp; <code>row-gap</code></h3><pre class="ql-syntax" spellcheck="false">column-gap: 20px;
row-gap: 10px;

</pre><p>👉 Useful when you want <strong>different spacing</strong></p><p><br></p><h1>ALIGNMENT SYSTEM (VERY IMPORTANT)</h1><h2>🔹 4.1 justify-content (whole grid horizontally)</h2><pre class="ql-syntax" spellcheck="false">justify-content: center;

</pre><h2>🔹 4.2 align-content (whole grid vertically)</h2><pre class="ql-syntax" spellcheck="false">align-content: center;

</pre><h2>🔹 4.3 place-content (shortcut)</h2><pre class="ql-syntax" spellcheck="false">place-content: center;

</pre><h2>🔹 4.4 justify-items (inside each cell)</h2><pre class="ql-syntax" spellcheck="false">justify-items: center;

</pre><h2>🔹 4.5 align-items</h2><pre class="ql-syntax" spellcheck="false">align-items: center;

</pre><h2>🔹 4.6 place-items</h2><pre class="ql-syntax" spellcheck="false">place-items: center;
</pre><h1>GRID ITEMS (DEEP CONTROL)</h1><h2>🔹 5.1 grid-column (LINE BASED PLACEMENT)</h2><pre class="ql-syntax" spellcheck="false">.item {
  grid-column: 1 / 3;
}

</pre><p>👉 From line 1 → line 3</p><h3>🔥 Shortcut with span</h3><pre class="ql-syntax" spellcheck="false">.item {
  grid-column: span 2;
}

</pre><p>👉 Takes 2 columns</p><h2>🔹 5.2 grid-row</h2><pre class="ql-syntax" spellcheck="false">.item {
  grid-row: 1 / 3;
}

</pre><h2>🔹 5.3 grid-area (POWERFUL)</h2><pre class="ql-syntax" spellcheck="false">.item {
  grid-area: 1 / 1 / 3 / 3;
}

</pre><p>👉 row-start / col-start / row-end / col-end</p><p><br></p><h2>Individual Item Alignment</h2><h3>🔹 justify-self</h3><pre class="ql-syntax" spellcheck="false">.item {
  justify-self: center;
}

</pre><p>👉 Align <strong>single item horizontally</strong></p><h3>🔹 align-self</h3><pre class="ql-syntax" spellcheck="false">.item {
  align-self: end;
}

</pre><p>👉 Align <strong>single item vertically</strong></p><h3>🔹 place-self (shortcut)</h3><pre class="ql-syntax" spellcheck="false">.item {
  place-self: center;
}

</pre><p>👉 Combines both</p><p><br></p><h2>&nbsp;What is Responsive Grid?</h2><p>Responsive Grid means:</p><p>👉 Layout automatically adjusts based on screen size</p><p>👉 No need for too many media queries</p><p>👉 Items resize, wrap, and reorganize smoothly</p><h2>🔥 2. The Core Idea</h2><p>Instead of saying:</p><pre class="ql-syntax" spellcheck="false">grid-template-columns: 300px 300px 300px;

</pre><p>We use <strong>flexible + smart units</strong></p><h1>3. MOST IMPORTANT TECHNIQUE</h1><h2>👉 <code>repeat() + auto-fit + minmax()</code></h2><pre class="ql-syntax" spellcheck="false">.container {
  display: grid;
  grid-template-columns: repeat(auto-fit, minmax(250px, 1fr));
  gap: 20px;
}

</pre><h2><br></h2><h3>🔹 repeat()</h3><pre class="ql-syntax" spellcheck="false">repeat(3, 1fr);

</pre><p>👉 Repeat columns</p><h3>🔹 auto-fit</h3><p>👉 Automatically fits as many columns as possible</p><ul><li>Expands items to fill space</li><li>Removes empty columns</li></ul><h3>🔹 minmax()</h3><pre class="ql-syntax" spellcheck="false">minmax(250px, 1fr)

</pre><p>👉 Defines:</p><ul><li>Minimum width = 250px</li><li>Maximum = flexible (1fr)</li></ul><h2>🔥 RESULT</h2><ul><li>Desktop → 4 columns</li><li>Tablet → 2 columns</li><li>Mobile → 1 column</li></ul><div class="bbx-html-sandbox-embed" data-html="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" data-css="LyogR1JJRCBDT05UQUlORVIgKi8KLmNvbnRhaW5lciB7CiAgZGlzcGxheTogZ3JpZDsKICBncmlkLXRlbXBsYXRlLWNvbHVtbnM6IHJlcGVhdChhdXRvLWZpdCwgbWlubWF4KDI1MHB4LCAxZnIpKTsKICBnYXA6IDIwcHg7Cn0KCi8qIEdSSUQgSVRFTVMgKi8KLmNhcmQgewogIGJhY2tncm91bmQ6ICMxZTI5M2I7CiAgY29sb3I6IHdoaXRlOwogIHBhZGRpbmc6IDQwcHg7CiAgdGV4dC1hbGlnbjogY2VudGVyOwogIGJvcmRlci1yYWRpdXM6IDEycHg7CiAgZm9udC1zaXplOiAyMHB4OwogIHRyYW5zaXRpb246IDAuM3M7Cn0KCi8qIEhPVkVSIEVGRkVDVCAqLwouY2FyZDpob3ZlciB7CiAgdHJhbnNmb3JtOiB0cmFuc2xhdGVZKC0xMHB4KTsKICBiYWNrZ3JvdW5kOiAjMzhiZGY4OwogIGNvbG9yOiBibGFjazsKfQoKCi8qIEdSSUQgQ09OVEFJTkVSICovCi5jb250YWluZXIyIHsKICBkaXNwbGF5OiBncmlkOwogIG1hcmdpbi10b3A6M3JlbTsKCiAgLyogRml4ZWQgMyBjb2x1bW5zICovCiAgZ3JpZC10ZW1wbGF0ZS1jb2x1bW5zOiAyNTBweCAyNTBweCAyNTBweDsKCiAgLyogRml4ZWQgMiByb3dzICovCiAgZ3JpZC10ZW1wbGF0ZS1yb3dzOiAxNTBweCAxNTBweDsKCiAgZ2FwOiAxNXB4Owp9CgovKiBHUklEIElURU1TICovCi5pdGVtIHsKICBiYWNrZ3JvdW5kOiAjMjJjNTVlOwogIGNvbG9yOiBibGFjazsKICBmb250LXNpemU6IDI0cHg7CiAgZGlzcGxheTogZmxleDsKICBqdXN0aWZ5LWNvbnRlbnQ6IGNlbnRlcjsKICBhbGlnbi1pdGVtczogY2VudGVyOwp9" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Card 1
    Card 2
    Card 3
    Card 4
    Card 5
    Card </span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2><code>auto-fill vs auto-fit</code></h2><h3>🔸 auto-fit</h3><ul><li>Expands items to fill space</li><li>Removes empty columns</li></ul><h3>🔸 auto-fill</h3><ul><li>Keeps empty columns</li><li>Maintains structure</li></ul><p><br></p>

### Section: Modern Css
#### Page: CSS Variables
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-variables/

<h2>CSS Variables</h2><p>CSS Variables let you store values and reuse them anywhere.</p><p><br></p><h3>Basic Syntax</h3><h3>Creating Variable</h3><pre class="ql-syntax" spellcheck="false">
:root{
  --primary: #0f172a;
}

</pre><h3>Using Variable</h3><pre class="ql-syntax" spellcheck="false">
button{
  background: var(--primary);
}

</pre><h1><code>:root</code></h1><pre class="ql-syntax" spellcheck="false">
:root{
  --primary:red;
}

</pre><p><code>:root</code> means global scope.</p><p>Variables become available everywhere in the website.</p><p>Think of it like global storage.</p><p><br></p><h1>Variable Fallback Value</h1><pre class="ql-syntax" spellcheck="false">
color: var(--text, black);

</pre><p>Meaning:</p><ul><li>use <code>--text</code></li><li>if not found → use <code>black</code></li></ul><p><br></p>

#### Page: CSS Filters
URL: https://inside.blackboxlearning.in/docs/view/css/p/css-filters/

<p><code>filter</code> applies visual effects directly to elements.</p><h2><br></h2><h2>Basic Syntax</h2><pre class="ql-syntax" spellcheck="false">
filter: value;
</pre><h2><br></h2><h2>Most Important Filters</h2><pre class="ql-syntax" spellcheck="false">
filter: blur();
filter: brightness();
filter: contrast();
filter: drop-shadow();
</pre><h2>1. <code>blur()</code> </h2><p>Blurs the element.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
img{
  filter:blur(5px);
}

</pre><h3>Result</h3><p>Image becomes blurry.</p><p><br></p><h2>2. <code>brightness()</code> </h2><p>Controls light intensity.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
img{
  filter:brightness(150%);
}

</pre><h2>3. <code>contrast()</code> </h2><p>Controls difference between dark and light.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
img{
  filter:contrast(200%);
}
</pre><h2>4. <code>drop-shadow()</code> </h2><p>Adds shadow based on image shape.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
img{
  filter:drop-shadow(0 10px 20px black);
}
</pre><p><br></p>

#### Page: Dark Mode
URL: https://inside.blackboxlearning.in/docs/view/css/p/dark-mode/

<p>Modern websites almost always support dark mode now.</p><p>CSS provides built-in detection using:</p><pre class="ql-syntax" spellcheck="false">
@media (prefers-color-scheme: dark)
</pre><h2>What It Does</h2><p>Detects user's system theme.</p><p>If system is dark mode →</p><p> CSS inside media query activates.</p><p><br></p><pre class="ql-syntax" spellcheck="false">body{
&nbsp;background:white;
&nbsp;color:black;
}

@media(prefers-color-scheme:dark){

&nbsp;body{
&nbsp;&nbsp;background:black;
&nbsp;&nbsp;color:white;
&nbsp;}

}
</pre><p><br></p><div class="bbx-html-sandbox-embed" data-html="PGRpdmNsYXNzPSJjYXJkIj4KPGgxPkRhcmsgTW9kZTwvaDE+CjxwPgogQ2hhbmdlIHlvdXIgc3lzdGVtIHRoZW1lIGJldHdlZW4gbGlnaHQgYW5kIGRhcmsgbW9kZS4KIFRoaXMgY2FyZCBhdXRvbWF0aWNhbGx5IGNoYW5nZXMgdXNpbmcKIHByZWZlcnMtY29sb3Itc2NoZW1lLgo8L3A+CjxidXR0b24+RXhwbG9yZTwvYnV0dG9uPgoKPC9kaXY+" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Dark Mode

 Change your system theme between light and dark </span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>

### Section: CSS TRANSITIONS

<p>A <strong>CSS transition</strong> lets a property change <strong>smoothly over time</strong> instead of instantly.</p><p><br></p><p>	Without transition:</p><ul><li>Button color changes instantly </li></ul><p>	With transition:</p><ul><li>Button color fades smoothly </li></ul><p><br></p><h2>  Basic Syntax</h2><pre class="ql-syntax" spellcheck="false">
transition: property duration timing-function delay;

</pre><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">
button {
  background: blue;
  transition: background 0.3s ease;
}

button:hover {
  background: red;
}

</pre><h2><br></h2><p> Transition <strong>ONLY works when a change happens</strong></p><p>That means:</p><ul><li>Hover</li><li>Focus</li><li>Click</li><li>JS class change</li></ul><p>❌ It will NOT run automatically like animation</p>

#### Page: Transition Properties
URL: https://inside.blackboxlearning.in/docs/view/css/p/transition-properties/

<h2>1. transition-property</h2><p>Defines <strong>what to animate</strong></p><pre class="ql-syntax" spellcheck="false">transition-property: background;

</pre><p>👉 You can also use:</p><pre class="ql-syntax" spellcheck="false">transition-property: all;

</pre><p>⚠️ Avoid <code>all</code> in large projects (performance issue)</p><p><br></p><p><br></p><h2>2. transition-duration</h2><p>Defines <strong>how long it takes</strong></p><pre class="ql-syntax" spellcheck="false">transition-duration: 0.5s;

</pre><p>👉 Units:</p><ul><li><code>s</code> → seconds</li><li><code>ms</code> → milliseconds</li></ul><p><br></p><h2>&nbsp;3. transition-timing-function</h2><p>Controls <strong>speed curve</strong></p><p><br></p><p><img src="https://images.openai.com/static-rsc-4/Zy0cUZwqB2BL-bzm_0QIoUQjxIMLgfGvEvOwXW2Vi8qWsdGbIjc-mr2wgPe8di8rQAlF7U_YCuKyCm1-uuhvG4ZWVZQ60vdacXEuv_abm_-mrDR4Lg8Kp7J4dgkhksQdo93FwwrbZ3DFS91FVli-S4_FU6_MuggQNv71bHWwynL4LO4bi09rXPMAN5sLmAaF?purpose=fullsize" alt="Stop using ease-out in your UIs!"></p><p><br></p><pre class="ql-syntax" spellcheck="false">transition-timing-function: ease;
</pre><p><br></p><p><img 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lYAADRMGuHUBVWqW9UtuK6//noLnyoF+P3vf2/TH3/8cQu6GmFVPaqmqcTvxhtvtBLDQhXT7ytUq/5WJQYKv+rLtR756Czs22+/ndHnaz11Gy8NrKn/f+SRR6LWCF2NBFvREdaHH35oz3U/uXjRt0ZNda86bbi60EvF4ro/XVV0n1qFVtXHKDC3bdvWTk/oXnhx8+bNs1oeFborXGvnUHG5jgJVGwQAQEOmEU4FS/2rew0W6f7yS5cudTfffHO6RED3gFW/q9pVneZXW42k6gxstgu58imm31eQVaBVLa4vY8xn/vz5NoKsUV39XerzVcKgi9V0GzBd8IaGo1EqlToUPQcAAADqrRobsQUAAACOJoItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACEKjVCp1KHpebf9bVvQMAAAAOLpKGmwBAACA2kIpAgAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEoabAdOHCg27Bhg5s7d240BQAAAKWknKW8pdyFTDU+Yrts2TK3YsUK17Nnz2gKAAAAUHqUIgAAgFqjATA9aoo/mzx58uRoCkJW48G2b9++rlevXm7lypXRFAAAAKD0GLEFAABAEI56ja0KnvX78OHD7dTAli1b7JHtNIQ/feDbJAultUwty8/XI1nP699v/PjxbtOmTfYYPXp0NBcAgIZHp+XjfWeyb6xqvvgSAk3XfN82eQF5si/XQ8v379GhQwd76Lnv54vp3/PlCT2fOnWqKysrc0OGDDlsflKudZVc7+fXOUnvk205cVpmvE3ys5Pk56t1aNq0aTQXSbUyYtu6dWv7oiZMmODat2/vpk+f7tq1a5fxhWq+NoL169dbGz22b9/uJk2alN6ABgwYYF+ynz9mzBjXvHlzN3HiRJvvaVqfPn3csGHDXMeOHd20adOiOQAANCzqaxXyKioq0v3n8uXLo7mVgUz9rPpmP3/NmjVu1KhRh4UzBdLBgwdb/6p2WqbKD307LUf9drwvVxsZN26c/b5582Z76HmnTp3cwoULC+7fq8oTKofUa/ft25f+ezUtm3zr6mkdbrrppvT7lZeXu71792ZkEx/K1Vbz/XL0mcc/P33OnTt3tvVTG617t27dMrKQ2utz12fi10mfS9euXaMWSKqVYHvw4EE3Z84c+6JEQXPr1q32hfmjsX79+rk9e/a4GTNm2O8yc+ZM+zlo0CD7qZ1i6NCh9ly0PG2Q2pjiR3VNmjRxixYtos4XANCgKQQqPCloqQ/1vv/971tfrPlt2rSx/jY+CKS+VuGzd+/eGf2rAuOUKVPS/av62h07drguXbrY7wqZsnbtWvspet/4e2dTaP9eSJ4oVCHrqjyh4OnfT3+3/n7x2UShvEWLFm7+/Pnpz0XLiH9++pz1fosXL85Ydx1AKOwqJKud2iskx9fBfxfIrlaCrQLrqlWrot8q7dq1yzZYHX3pC9WOpSPIeBjVzqIjo5YtW0ZTKsWH+3Wk6JfjHThwwDZ0AAAaMo30qU9cvXp1NCWT5qufTfbRsm7dOgtsPXr0iKY4O5Pqg5moz9brfQD1fa9O3/sRzWJU1b9XlSeKUci6Znu/ZDZRqNey4gcGEl8vfc5alg4E4rZt22bhWaFXn7Pax4O2p2Uhuzp58Zi+UH2xvh7GP+bNm5exoeqoSdPFD9HryCZJG5w2PAAAGjKFr3x9YnLgqLoUekeMGGHvqVpX9dnJcoZsCu3fS+lI1zVOYV5h1NcMxx8K5p4+Z+UZ5Zp4G+Uer1WrVpaFUJw6GWx1pKMjSp0q8Rt0/KH6mPjplFz1MgAA4FNVjfTVxEigRnEV6tR/K5wqvMXrSJNqs38vdl3j9Nn5EWtfM5x8+BpitdXBha/BjT/8tUA7d+60LITi1Mlg64f1fY1OoXSkpI0CAAAcTqe6k+UEcfnmq0/Odiq+GL4+tNiR4dro37Ota7bPRr9ruj47UWhVOWW+0ouqvgfxpRHJC8XIOvnVyWCrIx7V12ooP3mkpGJsbSx+VDcefnWlYrE1NQAANBS6CEn958iRI21k1Js9e7b9nmu++mKVCcYviCqElqFle/4amvjIcDIIlrp/L3SwrJB1bdy4sd0FQuFS1EY1ufF62QULFtjPsWPHptuJyhp8aYPa6jXJet74OmhkVxfMaQQ5XhJB1smvTgZb0c7lb30Rrz/Zv3+/fdl66EpI7Wh+ntR0DQ4AAPWZTu/723f5/vOcc85Jj8Rmm68r9dUvJy+IKoSu7PfLUe2qwlr8jgc+CGqe7gkrpezf44NlWpYuSMulqnVVSNZn42tj1UYX0Cl8+sDva3UlXkOrZfvwq7Z6jV7r63n1UNBdsmSJtRG9ty+J8G2ErJNbo1QqdSh6DgAAgCw0aq0SAN13tphRaxxddXbEFgAAACgGwRYAAABBINgCAAAgCNTYAgAAIAiM2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAhCo1QqdSh6Xm1lZWXRMwAAAODoKmmwBQAAAGoLpQgAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAADM3Llz3YYNG9zAgQOjKfVfz5493YoVK9yWLVvsp34Pkb4zfXf6Dhsygi0AAAiSQuzUqVPd3r17Xfv27V2vXr3cypUro7kIEcEWAAAEqUePHq5FixZu3bp10ZTS0KhoyKO/9RnBFgAAAEEg2AIAACAINRJsNUSvIm3/SBYy+wLneJtly5ZFcytNnjw5Y36ymD25jNCK3QEAqAlV9a/ZJPv1+GtGjx7tNm3aZMuNU7+eXLbaapp+1jS9/6hRo1zjxo3dkCFDbL39Oib/Hq1/cp2SbVR6oHpdtVWtbuvWrd28efOyvrYmZVuvfCURybykRzyX6XNKLsN/p/F2orbJvFbXlDzY6g/u3LmzGzNmjBVqT58+3XXr1i3jwxk0aJBbvHixzfdt2rVrl26jDU9fhKb7Nhs3brR5og9cbdavX5+ev337djdp0qQqd04AABqqqvrXJIUdhZ54v+77XC1L/fGqVavcnj17XJcuXaJXVb6uefPmrqyszHXv3j2a6lzXrl3tQi69pjoefvjhKsNk37597e88ePCgq6iosPUeN26c/f0tW7Z05eXl6b9n69atbvjw4ekMoTwS/5vV9q233nIPPvig69ixo30mO3bssOn6fdq0afa6I6W/RX9TVXKtVy76jhTG43nJ5zIfUFV/rDpk1SN7rVq1sgMCtfeBV59NmzZtSl6vXGolDbb6YhRQFVoXLlxo0/Rlr1mzxr4Iv8EMHTrUNi5PbbRRaUOTtm3b2k4S3/AHDx6cXma/fv1s/owZM+x3mTlzpv1UaAYAAIerqn9NGjBggAXUCRMmZLSZOHGiLUf9se4yoFFAhR7fzyskNW3a1MKf3lMUkBSU1La6dyZ44oknLIhWFW6z0d+h0Btfh6VLl9pPZRhRHlF493+z2upzqqk7KigH6fOqajS0mPXS5927d28L4cpdnt5Lr9ffqs9v9erV7sCBA3bQ4ekg5Y033rB10si0+AMUta/LShps9aFoQ1+0aFE0pdK2bdtckyZN0huM+KNAPyzeoUMH23k0Xe31QWrHSfJHDMuXL8/4IrXz6CjQh2MAAJApX/+ajQJOPEh56n/jYXbt2rU23ffzygO7d++2Nn7UT++rfl7rkIuClk6B+2yQ66ESA40Gjxw58ojCrWg0M7k8jVTKrl27LJckT8UfCYXV+Lrneuj99MgXbotZLx1c6PP2301cPMzqu9V37POTvs9TTz3VDn6U3Xyg1QGKcpbyVl1W0mCrD8XXnMS/LNW2xOlL82380PjmzZujuc5Gc315gtrEa3Q0TR+0r5fxDy3PH1UAAIDD5etfkxRGFYwKoRCk0KOgpNepX9cpa4UqLUMhq5ARP40m6tS+zwa5Hvob9u3bZ2dr9Zpi+PDcv3//jLJJlSx4GuGsqKiwWlp9Tska1GJodDi5/tkeykF6qH0uxayXQrryUiH0XfmDFH1P+/fvt0FKBV4d3PjvVO9ZU6PWpVLSYKsjCV9zkvzCfA2KjpC0Q2kjig+NJ/mNW8vSzuJreVSyoKMMfbHJ99Aj3wYBAEBDl6t/TVKA0fxC+Lbqhy+99FI7ha0A6wOvQlau0d8jcckll7g5c+YUHWoV0HTqXlmiU6dOeddFBwH6exR+Fc5nzZqV8yCguvT5K0wWkmEKXa+dO3daXiqE2vrRWX1PPsAq8Oo99J3qZ7bR37qmpMFWpxeSBciF0BeiI4Vs9MFOmTLFvhztGL7kQB88AAA4Msn+NRsNWMVrZz0/ghcPqj4E6cIklSFoug+8/rR4qS48uuqqq4oOtflopFkXS2Wjv0MhWnypRanpb9HfVIyq1kvhXfS3JSnAKsj6oKoDEJWSnn322VaG4Kcr8Op7O/fcc+17jNdm11UlDbYattYHE7+yUHQkMnv2bHuuD0niH7RqZFTb4qlt/OjRfwF6rXYS1ddmqzGZP39+jR1NAQBQ3+XrX7PRRdoKNMm7DqlGV4HHX7gtvm4zlUplBFg916CXH8WtTT5ox8O6Pg+F8bhknvCZxYfFIx3Iq66q1itOwVcX86tsIZ6X9PdqGbqw3x8c6HPRKK2+u3iA9SPuOoipD2UIUtJgqz9YH6CO4HR7CX0IeijoLlmyxNroQ9SH7etD9NBGH6+xbdasmRVy+/n6AuJ1NL5GSBuib6OHhvG1bAAAcLiq+tekXP26Qu2IESMy+lw910itxAOsf64+ui5ceKRQrrDm/x6VJij4xWtsTzzxxIy/V3d2it8Zwg/k6bM8mvexrWq9krLlJa2z2ifLQTVKq4MchXYfYH3gPfnkk/Ne9FeXNPpfOj8UPQcAAADqrZKO2AIAAAC1hWALAACAIBBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABCERqlU6lD0vNrKysqiZwAAAMDRVdJgCwAAANQWShEAAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAACYuXPnug0bNriBAwdGU4D6pUEG29GjR7tNmza5yZMnR1MAAABQ3zFiCwAA6oVly5bZo5RqYpmoPQ0y2E6bNs117NjRjRs3LpoCAACA+o4RWwAAAAShRoKtis+3bNmSfuj3OBWlqzg93iZ5GkD1r/H5yWL25DKKKXZP1tjqd71eP7UeR7JMAADqg6r612yS/Xr8NbmuW1F/mlx2vL/NRm01P/5eWq5f5w4dOtgjuQ7J9dP6xN9D81esWOHGjx9v8/R49NFH8y4T9VPJg6025M6dO7sxY8a49u3bu+nTp7tu3bplhNtBgwa5xYsX23zfpl27duk22oC1YWm6b7Nx40abJ9pY1Wb9+vXp+du3b3eTJk064g2ySZMmbtSoUW7dunW2vPLycrd37143duxY17Nnz6gVAAD1V1X9a5L6PwXCeL/u+1wtS/3xqlWr3J49e1yXLl2iV1W+rnnz5q6srMx17949mupc165drW/Va5K0XurH4317RUWFzVPpoH7fvHmzPfS8U6dObuHChfa6li1bWr/tX7d161Y3fPjwjEyg9enTp48bNmyYlSNeeeWVOZeJ+qukwVYbuAKqQqvfMFTPumbNGtsp/AY2dOjQjPpWtdFGqA1T2rZtaztJfMMfPHhwepn9+vWz+TNmzLDfZebMmfZToflIaef167Vy5Uq3fPly16JFC9ejRw+bBgBAfVZV/5o0YMAAC4QTJkzIaDNx4kRbjvpj9Zca7WzTpk26n1e/2bRpU7djxw57T1HYVXhUW70mSflB1q5daz9FfXJV18Novfr27ZuxzKVLl9pPv0zRANaiRYuyvjfCUdJgqyMxbejacOK2bdtmG1R8A/NHgdrA/akA7TyarvatW7e2HSdJO412HoXO+MapnUdHgT4cJ09L6KGjy1wOHDiQsTPJzp077WerVq3sJwAA9Vm+/jUbjcJqdDYZfJNh1vefvp9XHti9e7e1UZhV3673VT+vdchGA1ySHGktlPp439/rDKxGi+P9t/p5/x4IV0mDrUKlNtx58+alNy49hgwZErWopHIF30YbvD8V4OnozJcnqE285kXTFJK1zPh7aHl6b0+jwn7Z/lHVUR8AACHL178m+XKCQmgEWINLCrR+ZFalfQq8WoZGcH1JwurVq+1nksLziBEjbDlTp0619cs3IOXpbLFqZvv3759RBnnw4MGoRSUtV4NgCFtJg+2uXbtso4nXufiH6llUcqCNVDuUNjqFz1z8Lbl8rauv5dHRlo66KioqDnsPPXQ6AgAAZJerf03SqKzmF8K3VT986aWXWhmCAqwPvBo5zTX6G6fl9OrVy5ajs7oaxIpfo5OkEK1SCmUD6mMhJQ22Or1wJDWpvrwgG23kU6ZMsTCrHcOXHMSL1AEAQHGS/Ws2GrCK1856flQ2HlQ1QqvRWV0wrjIETfeBV7lA89SmUBr80tlcX2JYDI0cN27cOPoNDUlJg61qa1Vjm6yP0ZHg7Nmz7bmvW9VG540cOdJqYTy1jR896vSFyg/0Wu0kqq9VTW7yKG7+/Pk5T6kAANDQ5etfs9FF2gqmybsOqUZXQdVfuC0aoVVITqVSGQFWzzXo5Udxc4lnBfGDXgrXXjJo++Acn6blKFwXKld4R/1U0mCrDUynEHQE5+tj9FDQXbJkibXRKRAdxamdn6+NPl5j26xZMyv89vO1sWnn0WvF1whpw/Vt9Ni/fz+nIQAAyKGq/jUpV7+uUKt62Hifq+caqZV4gPXP1UdXVePau3fv9Hvo/XTrr3jZ4oIFC+yn5vn6YIVshVu/fipN0MBXssY2l2zLRP3V6H9HVoei5wAAAEC9VdIRWwAAAKC2EGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAILQKJVKHYqeV1tZWVn0DAAAADi6ShpsAQAAgNpCKQIAAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAzd+5ct2HDBjdw4MBoSngmT57sNm3a5EaPHh1NQUgItgAAAAgCwbZEli1bZg8AAADUDoItAAAAgkCwBQAAQBBqJNiq+HzLli3ph36PU1G6itPjbZKn8VXcHZ+fLGZPLuNIit2T65lcRq4Cc/2u6Zrv17NDhw72ONJ1AQDgaKiqf80mX38Z7xPj1K8nl622mpbvwi2/PP9eK1ascD179ozmVq6Lpg0fPtyW5dtlKwfUe8fb6HmLFi2iuQhRyYOtNqzOnTu7MWPGuPbt27vp06e7bt26ZYTbQYMGucWLF9t836Zdu3bpNto5tDFqum+zceNGmyfa6NVm/fr16fnbt293kyZNqnLnFO0g2ini6+mXoeXm2+GSxo0bZ6/dvHmzPfS8U6dObuHChVELAADqhqr616RC+stVq1a5PXv2uC5dukSvqnxd8+bNXVlZmevevXs01bmuXbu6vXv32muy0TJHjRplfajep7y83KZPnTo1I9y2bt3a3nvChAnWLpkjJFtWUPbo06dP1AIhKmmw1UakDUsbjg9206ZNc2vWrLGdwofOoUOHWiD01Gbr1q2uZcuW9nvbtm1tJ4lv+IMHD04vs1+/fjZ/xowZ9rvMnDnTfio0V2XAgAG2w2mHiAfQiRMn2nK1fAAAQlNV/5pUSH+5cuVKGw1t06ZNup/v0aOHa9q0qduxY4e9pyiYKlyqrV6TpPm9e/e2QSKfEdRu/vz5NsqqdfEOHjzo5syZk5E1lCO0fB+AtW6apszhabkK6ghXSYOtjsS0oS9atCiaUmnbtm2uSZMmFno9bXjauPzpAZ3G186j6WqvozHtOEnaabTzLF++PGPH0M6jo0AfjpOnTfTQkZvoqFJHm8kdOdvOCQBAKPL1r9kU2l+uXbvWpvt+Xnlg9+7d1saHTb2v+nmtQzYKw5q/dOnSaEolhdMDBw6kA7Ikw7ns2rXLXq/38Vlh3bp10dxP5Xp/hKGkwVahUhvUvHnz0mFSjyFDhkQtKqlcwbfxpwd0hObpiMqfVlCbeI2Opikka5nx99Dy9N6ejtD8sv1Dy9XOpQ0fAICGJl//mlRMf6mQqcElBVq9Tn2uQqUCr5ah0OpLElavXm0/k1q1amWlCypFiPfvKkPQ9GL4rICGp6TBVkdLGjlVTUwyVHbs2NFOFWjUVBucdqz46YEktdVrtCztLL6Wxx+5VVRUHPYeevTt2zdaQnY6ytTyCrFz5057LwAAQpGrf00qpr/0bdUPX3rppVaGoADrA69Ca67RX0997r59+zLqf+OPfJkhyWcFNDwlDbYa3lcdjI7MiuFPGWSjnWXKlCm2gWrH8CUH8SL1YimAZys38EeZ8R1PR3x63zgdkTZu3Dj6DQCA+ifZv2ZTTH+pEVqNzuqCcZUhaLoPvL7MIFtpgKcwKupjqytfVqhOfkDdV9Jgq9pa1b3oFhzxnUBHgrNnz7bnOiKT+IY7cuTIjNMMahs/etTpCwVMvVY7ieprVZMbv/pRVGCe65RKnC460wafvIuCao604/kL0XSkqb+nf//+6XZaL+20Sbl2fgAA6op8/Ws2hfaXohFaheRUKpURYPVcg15+FDcXBWHdwaBXr17pa2JEIVr9u34WKldW0HI1DeEqabDVhqQNUkdwqonx9TEKukuWLLE2OgWijVft/Hxt9PEa22bNmmXU2Ghn0s6j14qvEVLA9G302L9/f/rIMZ9c66mddMSIEellqJ2OZsW309Wj2kl0RWbcggUL7Kfa5atZAgCgtlTVvyYV2l+KnmukVuIB1j9XH62R1HxUbqBSw/h1NLqG5tVXX7V1KYaygpYVzxsardU0hKvR/46sDkXPAQAAgHqrpCO2AAAAQG0h2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABKFRKpU6FD2vtrKysugZAAAAcHSVNNgCAAAAtYVSBAAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEASCLQAAAIJAsAUAAPXGwIED3YYNG9zkyZOjKcCnGmSwHT16tNu0aRM7BQAAQEAYsa3D5s6d61asWOF69uwZTQEAoOGgH0SxGmSwnTZtmuvYsaMbN25cNAUAAAD1HSO2AAAACEKNBFudOtiyZUv6od/jfOF3vM2yZcuiuZVU/xqfr/Z6nZdcRnJ+PskaW/2u1+un1uNIlukl//bkMvSeem+9V1x8nfzzXr16udatW7t58+ZlfQ0AAMXK17/6U//jx4+3fse30WtUDqB5flq2EoFkGz2S/buXr78stB+ML4N+ElLyYKsNuHPnzm7MmDGuffv2bvr06a5bt24Z4XbQoEFu8eLFNt+3adeuXbqNdiBt3Jru22zcuNHmiTZctVm/fn16/vbt292kSZOKDqJekyZN3KhRo9y6detseeXl5W7v3r1u7NixBdX2+J05/rf79fJhtVC+VELL27Fjh62Lftd0AACOVFX9qyhIXn755W7YsGE2f/PmzfaaWbNmueXLl9s09XPNmzd3EydOjF5V2Tffd9991nf6ZatdmzZtMkJwIf1lIf3gkCFD7Kd//datW93w4cOPOAcgDCUNttoYFVAVWhcuXGjTtBGuWbPGNmC/sQ0dOjSjvlVttEG2bNnSfm/btq3bs2ePW7Vqlf0ugwcPTi+zX79+Nn/GjBn2u8ycOdN+KjQfKe1Afr1WrlxpO3CLFi1cjx49bFo+AwYMsJ18woQJ6fUU7fRaV60zAAC1qar+VQ4ePOjmz59v/aAsXbrUfip4+j5S7TW4pNDq+3b1c+rL+/bta7+L2s2ZM8f6UvWTUqr+UoFbecLTemqQqnv37tEUNEQlDbZdu3a1jXLRokXRlErbtm2zjU2h10uerujQoYNt6Jqu9jpijB8JetqBtCMpdPqdTnREp6NEH46Tpzj00JFgLgcOHHBr166Nfqu0c+dO+9mqVSv7mW+ZXbp0sZ0+vpOK1lHt4js/AAC1IV//6iWDr8Kq+shdu3ZFUw7n+2ad9UzSsrRM9ZNSqv4y+V5+PRXe0XCVNNgqVPpamHj486cLPJUr+Db+FIKOvDwdEfryBLWJ191omkKylhl/Dy1P7+3pKM4v2z+qexeEXMtUGFcoBwCgLsvXv1aH75urQn+JmlbSYKujOV8LkwyAvjZGI5zaAbRjxU8hJPn6Gl/r6utu/BFZRUXFYe+hR/wUyNGio0ytYyE0Cqz1BwCgNuTqX6vD981VKaa/BI5ESYOtTnEUWpMa509hZKOdYMqUKbbDqCTAlxz4Uxp1hUJ9ttMnOjpV4I6fdtFRrS9v8FTG0bhx4+g3AABqVrJ/rY58fbMygbKBLx0opr8EilXSYKvaWtXRJK9K1JHg7Nmz7bmvW1WQ80aOHOnKysqi35y1jR89qhBcYVCv1Y6o+lrV5MbvtCAqdi/FKZUjoQvZtFMn78ygOiaddvEXt/lao/79+6fb6W/VnSOSjvRAAQCAbPL1r9Whvll9sM7Ixm/vpX5OmUAjur4csND+UugHUaySBltt2LrnnI62pk6dmq5/1Ua9ZMkSa6NTIDoSUzs/X0dx8RrbZs2a2a23/Hxt+NrQ9VrxNUIKg76NHvv376+1o7xcf7t20hEjRqTXyx8hi2+nK1IV0nUlapw/UNBnwf35AADVVVX/Wh1ahvpnjcb65auf090T4mWChfaXQj+IYjVKpVKHoucAAABAvVXSEVsAAACgthBsAQAAEASCLQAAAIJAsAUAAEAQCLYAAAAIAsEWAAAAQSDYAgAAIAgEWwAAAASBYAsAAIAgEGwBAAAQBIItAAAAgkCwBQAAQBAItgAAAAgCwRYAAABBINgCAAAgCARbAAAABIFgCwAAgCAQbAEAABAEgi0AAACCQLAFAABAEAi2AAAACALBFgAAAEEg2AIAACAIBFsAAAAEgWALAACAIBBsAQAAEADn/h+KSG2O5AU/ogAAAABJRU5ErkJggg=="></p><p><br></p><p>👉 Advanced:</p><pre class="ql-syntax" spellcheck="false">cubic-bezier(0.68, -0.55, 0.27, 1.55);
</pre><p><code>cubic-bezier()</code> is a <strong>custom timing function</strong> that controls <strong>how animation speed changes over time</strong>.</p><p>👉 Instead of using:</p><ul><li><code>ease</code></li><li><code>linear</code></li></ul><p>You define your own motion curve.</p><h2>2. Syntax</h2><pre class="ql-syntax" spellcheck="false">cubic-bezier(x1, y1, x2, y2)
</pre><p><br></p><h2>&nbsp;What Do These 4 Values Mean?</h2><p>Think of a graph:</p><ul><li class="ql-indent-1">X-axis → time (0 → 1)</li><li class="ql-indent-1">Y-axis → progress (0 → 1)</li></ul><pre class="ql-syntax" spellcheck="false">(0,0) ----------- (1,1)
   ↑                ↑
 start            end

</pre><p>Now you control the <strong>curve between them</strong> using 2 points:</p><p>Point Meaning(x1, y1)controls start speed(x2, y2)controls end speed</p><p><br></p><h2>Your Example Breakdown</h2><pre class="ql-syntax" spellcheck="false">cubic-bezier(0.68, -0.55, 0.27, 1.55)

</pre><h3>Let’s decode it:</h3><p><br></p><p><img src="data:image/png;base64,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"></p><h2>4. transition-delay</h2><p>Defines <strong>when it starts</strong></p><pre class="ql-syntax" spellcheck="false">transition-delay: 0.2s;

</pre><h1>5. Shorthand</h1><pre class="ql-syntax" spellcheck="false">transition: all 0.3s ease 0s;

</pre><p>👉 Order:</p><pre class="ql-syntax" spellcheck="false">property | duration | timing | delay
</pre><p><br></p><h1>6. Multiple Transitions</h1><pre class="ql-syntax" spellcheck="false">transition: 
  background 0.3s ease,
  transform 0.4s ease-in;

</pre><h1><br></h1><div class="bbx-html-sandbox-embed" data-html="PGRpdiBjbGFzcz0iY2FyZCI+CiAgPGgyPlByZW1pdW0gQ2FyZDwvaDI+CiAgPHA+SG92ZXIgb3ZlciB0aGlzIGNhcmQgdG8gc2VlIHNtb290aCBtdWx0aXBsZSB0cmFuc2l0aW9ucy48L3A+CjwvZGl2Pg==" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Premium Card
  Hover over this card to see smooth multiple t</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h1><br></h1><h1>7. Real Examples</h1><h2>🔹 1. Button Hover</h2><pre class="ql-syntax" spellcheck="false">button {
  background: black;
  color: white;
  transition: background 0.3s ease;
}

button:hover {
  background: orange;
}

</pre><h2>🔹 2. Scale Effect (Modern UI)</h2><pre class="ql-syntax" spellcheck="false">.card {
  transition: transform 0.3s ease;
}

.card:hover {
  transform: scale(1.05);
}

</pre><h2>🔹 3. Smooth Underline Effect</h2><pre class="ql-syntax" spellcheck="false">a {
  position: relative;
}

a::after {
  content: "";
  position: absolute;
  width: 0%;
  height: 2px;
  background: black;
  bottom: 0;
  left: 0;
  transition: width 0.3s ease;
}

a:hover::after {
  width: 100%;
}
</pre><p><br></p>

#### Page: Transform + Transition
URL: https://inside.blackboxlearning.in/docs/view/css/p/transform-transition/

<p>&nbsp;Always combine transitions with:</p><pre class="ql-syntax" spellcheck="false">
transform: scale();
transform: translate();
transform: rotate();
</pre><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">
.box {
  transition: transform 0.4s ease;
}

.box:hover {
  transform: translateY(-10px);
}

</pre><h1>Advanced Concepts</h1><h2><br></h2><h2> 1. Hardware Acceleration</h2><pre class="ql-syntax" spellcheck="false">
transform: translateZ(0);

</pre><p>👉 Makes animation smoother (GPU usage)</p><h2><br></h2><h2> 2. will-change (Optimization)</h2><pre class="ql-syntax" spellcheck="false">
will-change: transform;

</pre><p>👉 Browser prepares for animation</p><p>⚠️ Use only when needed</p><p><br></p><h1>Transition vs Animation </h1><ul><li>Transition → simple interaction</li><li>Animation → complex sequences</li></ul><p><br></p>

### Section: CSS ANIMATIONS

<p>A CSS animation lets elements <strong>move/change automatically over time</strong></p><p> (no hover, no click needed)</p><p><br></p><h1> Transition vs Animation </h1><p><br></p><ul><li><strong>Transition</strong> → needs a trigger (hover, click)</li><li><strong>Animation</strong> → runs automatically (or controlled)</li></ul><p><br></p><h2> 1. Basic Structure</h2><p>CSS animation has <strong>2 main parts</strong>:</p><p><br></p><h5>	1️⃣ Define animation (keyframes)</h5><h5>	2️⃣ Apply it to element</h5><p><br></p><p><br></p><h2>Example</h2><pre class="ql-syntax" spellcheck="false">
@keyframes fadeIn {
  from {
    opacity: 0;
  }
  to {
    opacity: 1;
  }
}

.box {
  animation: fadeIn 1s ease;
}

</pre><p>👉 This makes element fade in automatically</p>

#### Page: @keyframes
URL: https://inside.blackboxlearning.in/docs/view/css/p/keyframes/

<h2>Example</h2><pre class="ql-syntax" spellcheck="false">@keyframes moveBox {
  0% {
    transform: translateX(0);
  }
  100% {
    transform: translateX(200px);
  }
}

</pre><p>👉 You can also use:</p><pre class="ql-syntax" spellcheck="false">from { }   /* same as 0% */
to { }     /* same as 100% */

</pre><p><br></p><h2>Multiple Steps (Important)</h2><pre class="ql-syntax" spellcheck="false">@keyframes bounce {
  0%   { transform: translateY(0); }
  50%  { transform: translateY(-50px); }
  100% { transform: translateY(0); }
}

</pre><p>👉 This creates <strong>real animation feeling</strong></p><p><br></p><h1>3. Animation Properties</h1><h2>1. animation-name</h2><pre class="ql-syntax" spellcheck="false">animation-name: fadeIn;

</pre><h2>2. animation-duration</h2><pre class="ql-syntax" spellcheck="false">animation-duration: 1s;
</pre><h2>3. animation-timing-function</h2><p>Same as transitions:</p><pre class="ql-syntax" spellcheck="false">ease
linear
ease-in
ease-out
cubic-bezier()
</pre><h2>4. animation-delay</h2><pre class="ql-syntax" spellcheck="false">animation-delay: 0.5s;

</pre><h2>5. animation-iteration-count</h2><p>👉 How many times it runs</p><pre class="ql-syntax" spellcheck="false">animation-iteration-count: 3;
animation-iteration-count: infinite;

</pre><h2>6. animation-direction</h2><p>👉 Controls direction</p><pre class="ql-syntax" spellcheck="false">normal
reverse
alternate
alternate-reverse

</pre><h2>7. animation-fill-mode (VERY IMPORTANT)</h2><p>👉 Controls final state</p><pre class="ql-syntax" spellcheck="false">animation-fill-mode: forwards;

</pre><h3>Values:</h3><ul><li><code>none</code> → resets</li><li><code>forwards</code> → stays at end</li><li><code>backwards</code> → applies start before delay</li><li><code>both</code> → both</li></ul><h2>8. animation-play-state</h2><pre class="ql-syntax" spellcheck="false">animation-play-state: paused;

</pre><p>👉 Used with hover:</p><pre class="ql-syntax" spellcheck="false">.box:hover {
  animation-play-state: paused;
}

</pre><h2>9. Shorthand</h2><pre class="ql-syntax" spellcheck="false">animation: fadeIn 1s ease 0s 1 normal forwards;

</pre><p>👉 Order:</p><pre class="ql-syntax" spellcheck="false">name | duration | timing | delay | iteration | direction | fill-mode
</pre><h2>&nbsp;1. Stagger Animation</h2><pre class="ql-syntax" spellcheck="false">.item:nth-child(1) { animation-delay: 0.1s; }
.item:nth-child(2) { animation-delay: 0.2s; }
</pre><div class="bbx-html-sandbox-embed" data-html="PHNlY3Rpb24gY2xhc3M9Imhlcm8iPgogICAgPGgxIGNsYXNzPSJ0aXRsZSI+QnVpbGQgTW9kZXJuIFVJPC9oMT4KICAgIDxwIGNsYXNzPSJzdWJ0aXRsZSI+U21vb3RoIGFuaW1hdGlvbnMgdXNpbmcgb25seSBDU1M8L3A+CiAgICA8YnV0dG9uIGNsYXNzPSJjdGEiPkdldCBTdGFydGVkPC9idXR0b24+CiAgPC9zZWN0aW9uPgoKICA8c2VjdGlvbiBjbGFzcz0iY2FyZHMiPgogICAgPGRpdiBjbGFzcz0iY2FyZCI+Q2FyZCAxPC9kaXY+CiAgICA8ZGl2IGNsYXNzPSJjYXJkIj5DYXJkIDI8L2Rpdj4KICAgIDxkaXYgY2xhc3M9ImNhcmQiPkNhcmQgMzwvZGl2PgogIDwvc2VjdGlvbj4=" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Build Modern UI
    Smooth animations using only CSS
    Get</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>

### Section: CSS MEDIA QUERIES

<h2>What is a Media Query?</h2><p>A media query lets you apply CSS <strong>based on device conditions</strong></p><p>(like screen width, height, orientation, etc.)</p><p>Used for <strong>Responsive Design</strong></p><h2><br></h2><h2>Basic Idea</h2><pre class="ql-syntax" spellcheck="false">@media (condition) {
  /* CSS rules */
}
</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">@media (max-width: 768px) {
  body {
    background: red;
  }
}

</pre><p>👉 When screen width ≤ 768px → background becomes red</p><p><br></p><h1>1. Most Important: Width-Based Queries</h1><h2>max-width (Mobile-first target)</h2><pre class="ql-syntax" spellcheck="false">@media (max-width: 768px) {
  .box {
    width: 100%;
  }
}

</pre><p>👉 Applies <strong>below 768px</strong></p><p><br></p><h2>﻿min-width (Desktop-first target)</h2><pre class="ql-syntax" spellcheck="false">@media (min-width: 768px) {
  .box {
    width: 50%;
  }
}

</pre><p>👉 Applies <strong>above 768px</strong></p><p><br></p><p>Key Difference</p><p><br></p><p><img src="data:image/png;base64,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"></p><p><br></p><h1>&nbsp;Standard Breakpoints (Industry)</h1><p>👉 Common sizes:</p><pre class="ql-syntax" spellcheck="false">
/* Mobile */
@media (max-width: 480px)

/* Tablet */
@media (max-width: 768px)

/* Small Laptop */
@media (max-width: 1024px)

/* Desktop */
@media (max-width: 1200px)
</pre><h1><br></h1><h1>4. Multiple Conditions</h1><h2>AND condition</h2><pre class="ql-syntax" spellcheck="false">
@media (min-width: 768px) and (max-width: 1024px) {
  .box {
    background: blue;
  }
}

</pre><p>👉 Applies only between 768px–1024px</p><p><br></p><h1>Height-Based Queries (Rare but useful)</h1><pre class="ql-syntax" spellcheck="false">
@media (max-height: 600px) {
  .hero {
    padding: 20px;
  }
}

</pre><p>👉 Used for small screens (like laptops)</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PGgxPlJlc3BvbnNpdmUgTGF5b3V0PC9oMT4KCiAgPGRpdiBjbGFzcz0iY29udGFpbmVyIj4KICAgIDxkaXYgY2xhc3M9ImJveCI+Qm94IDE8L2Rpdj4KICAgIDxkaXYgY2xhc3M9ImJveCI+Qm94IDI8L2Rpdj4KICAgIDxkaXYgY2xhc3M9ImJveCI+Qm94IDM8L2Rpdj4KICA8L2Rpdj4=" data-css="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" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Responsive Layout

  
    Box 1
    Box 2
    Box 3</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>


---

## Topic: Three JS
URL: https://inside.blackboxlearning.in/docs/view/three-js/

Three.js is a JavaScript library used to create 3D graphics and animations in the browser using WebGL without needing complex low-level coding.

### Section: PREREQUISITES

<h2>PREREQUISITES</h2><p><br></p><p>Before you jump into <strong>Three.js</strong>, you need a strong base.</p><p>👉 Three.js is just a <em>tool</em> without JavaScript and web basics, you won’t be able to control it.</p><p><br></p><h2>1. HTML (Structure of your 3D app)</h2><p><br></p><p>HTML is the <strong>skeleton of your webpage</strong>.</p><p>In Three.js, HTML is mainly used to:</p><ul><li>Create a <strong>container</strong> (like <code>&lt;div&gt;</code> or <code>&lt;canvas&gt;</code>)</li><li>Load your JavaScript file</li><li>Add UI elements (buttons, text, etc.)</li></ul><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">&lt;body&gt;
  &lt;canvas id="webgl"&gt;&lt;/canvas&gt;
&lt;/body&gt;

</pre><p>👉 Three.js renders everything inside this <code>&lt;canvas&gt;</code>.</p><p><br></p><h2>2. CSS (Styling your 3D scene container)</h2><p><br></p><p>CSS controls <strong>how your page looks and behaves</strong>.</p><p>In Three.js projects, CSS helps you:</p><ul><li>Make canvas <strong>fullscreen</strong></li><li>Position UI elements over 3D (like buttons, menus)</li><li>Handle responsiveness</li></ul><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">body {
  margin: 0;
  overflow: hidden;
}
canvas {
  display: block;
}

</pre><p>👉 Without CSS, your 3D scene may look broken or misaligned.</p><p><br></p><h2>3. JavaScript (CORE — Most Important)</h2><p><br></p><p>👉 This is the <strong>heart of Three.js</strong>.</p><p>Since Three.js is a JavaScript library, you MUST understand JS basics.</p><h3>Key Concepts You Need:</h3><h4>✅ Variables</h4><p>Store data</p><pre class="ql-syntax" spellcheck="false">let speed = 5;

</pre><h2><code>const</code></h2><p>Cannot reassign.</p><pre class="ql-syntax" spellcheck="false">
const age = 20;
</pre><h4><br></h4><p><br></p><h4>✅ Arrays</h4><p>Store multiple values</p><pre class="ql-syntax" spellcheck="false">let colors = ["red", "blue", "green"];

</pre><h4>✅ Objects</h4><p>Store structured data (VERY important for 3D)</p><pre class="ql-syntax" spellcheck="false">let cube = {
  width: 1,
  height: 1,
  depth: 1
};

</pre><h4>✅ Functions</h4><p>Reusable logic</p><pre class="ql-syntax" spellcheck="false">function rotate() {
  console.log("rotating...");
}

</pre><h4>✅ Events</h4><p>React to user actions</p><pre class="ql-syntax" spellcheck="false">window.addEventListener("click", () =&gt; {
  console.log("Clicked!");
});

</pre><h4>✅ DOM (Document Object Model)</h4><p>Interact with HTML</p><pre class="ql-syntax" spellcheck="false">const canvas = document.getElementById("webgl");

</pre><p>👉 Three.js uses ALL of these heavily.</p><p><br></p><h2>&nbsp;4. Basic Math</h2><p><br></p><p><img src="https://images.openai.com/static-rsc-4/4TJLgyZnNPySXTqyIPgE8sETWAwb6ocR_o31YlTECjVIDDCFQrlny-pSZ_mpFRZNSrBatuLLJ5kRY0HsK6dpPmiqPabSy4a-SyxyIANPY0n_pxOatz55JgI9p18-ZaEjEzN_1_ASwPv7HY2K1353qnhfacANzdIIpt0064WtSAINHAB9uryPfJLg-zLtEaVB?purpose=fullsize" alt="Unit-5: 3 D Co-ordinate Geometry – B.C.A study"></p><p><br></p><h3>Coordinates (Positioning in 3D)</h3><ul><li>X → left/right</li><li>Y → up/down</li><li>Z → forward/back</li></ul><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">mesh.position.set(1, 2, 3);

</pre><h3>📏 Vectors</h3><p>Used to represent:</p><ul><li>Position</li><li>Direction</li><li>Movement</li></ul><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">let direction = { x: 1, y: 0, z: 0 };

</pre><h3>🔄 Angles &amp; Rotation</h3><p>Used to rotate objects</p><p>👉 Example:</p><pre class="ql-syntax" spellcheck="false">mesh.rotation.y = Math.PI; // 180°

</pre><p><br></p><p><br></p>

### Section: SETUP & INSTALLATION

<p><span style="color: rgb(187, 187, 187);">Every three.js project needs at least one HTML file to define the webpage, and a JavaScript file to run your three.js code.</span></p><p><br></p><p>Before coding, need to <strong>add Three.js to  project</strong>. </p><p>	There are two main ways:</p><p><br></p><ul><li><strong>CDN (quick &amp; beginner-friendly)</strong></li><li> <strong>NPM (professional &amp; scalable)</strong></li></ul><p><br></p>

#### Page: Install with  CDN
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/cdn/

<h2>CDN METHOD</h2><p>👉 Best for:</p><ul><li>Beginners</li><li>Quick demos</li><li>Learning concepts</li><li>No setup needed</li></ul><h2><br></h2><h2>What is CDN?</h2><p>A CDN (Content Delivery Network) is just a <strong>hosted file online</strong>.</p><p> You directly link Three.js into your HTML.</p><p>👉 No installation. No terminal. Just plug and play.</p><p><br></p><h2>&nbsp;Setup Steps</h2><h3><br></h3><h3>Step 1: Create basic project</h3><pre class="ql-syntax" spellcheck="false">project/
 ├── index.html
 └── script.js

</pre><h3><br></h3><h3> Step 2: Add Three.js CDN</h3><pre class="ql-syntax" spellcheck="false">
&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
&lt;head&gt;
  &lt;title&gt;Three.js CDN&lt;/title&gt;
  &lt;style&gt;
    body { margin: 0; }
  &lt;/style&gt;
&lt;/head&gt;
&lt;body&gt;

&lt;script src="https://cdnjs.cloudflare.com/ajax/libs/three.js/r152/three.min.js"&gt;&lt;/script&gt;
&lt;script src="script.js"&gt;&lt;/script&gt;

&lt;/body&gt;
&lt;/html&gt;

</pre><p><br></p><h2>Pros of CDN</h2><ul><li>No setup required</li><li>Works instantly</li><li>Great for testing ideas</li><li>Beginner-friendly</li></ul><h2><br></h2><h2> Cons of CDN</h2><ul><li>Not scalable for big projects</li><li>Hard to manage dependencies</li><li>No modular imports</li><li>Not ideal for production</li></ul><p><br></p><p><br></p>

#### Page: Install with NPM
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/install-with-npm/

<h2>NPM METHOD </h2><p><br></p><p> Best for:</p><ul><li>Real projects</li><li>React / Next.js</li><li>Large applications</li><li>Clean &amp; modular code</li></ul><h2><br></h2><h2>&nbsp;What is NPM?</h2><p>	NPM = Node Package Manager</p><p> 		 It installs libraries locally in your project.</p><p><br></p><h2>&nbsp;Setup Steps</h2><h3><br></h3><h3>Step 1: Install Node.js</h3><p>Download from: <a href="https://nodejs.org" rel="noopener noreferrer" target="_blank">https://nodejs.org</a></p><p>Check installation:</p><pre class="ql-syntax" spellcheck="false">
node -v
npm -v
</pre><h3><br></h3><h3>Step 2: Create project</h3><pre class="ql-syntax" spellcheck="false">
mkdir three-project
cd three-project
npm init -y

</pre><h3><br></h3><h3>Step 3: Install Three.js</h3><pre class="ql-syntax" spellcheck="false">
npm install three

</pre><h3>&nbsp;</h3><h3>Step 4: Install a bundler (VERY IMPORTANT)</h3><p>Three.js (NPM) needs a bundler like:</p><ul><li>Vite</li><li><br></li></ul><p>👉 Use Vite (simple and fast)</p><pre class="ql-syntax" spellcheck="false">
npm create vite@latest

</pre><p>Then:</p><pre class="ql-syntax" spellcheck="false">
cd your-project
npm install
npm run dev
</pre><h3><br></h3><h3>Step 5: Import Three.js</h3><pre class="ql-syntax" spellcheck="false">
import * as THREE from 'three';
</pre><h2><br></h2><h2>Pros of NPM</h2><ul><li>Clean modular code</li><li>Easy to scale</li><li>Works with React / Next.js</li><li>Better performance control</li><li>Industry standard</li></ul><h2><br></h2><h2> Cons of NPM</h2><ul><li>Setup required</li><li>Needs Node.js knowledge</li><li>Slightly complex for beginners</li></ul><h2><br></h2>

### Section: CORE FOUNDATION

<p>&nbsp;Every Three.js app is built on <strong>three core components</strong>:</p><ul><li><strong>Scene</strong> → where everything exists</li><li><strong>Camera</strong> → how you view the scene</li><li><strong>Renderer</strong> → how it gets displayed on screen</li></ul><p><br></p><pre class="ql-syntax" spellcheck="false">import * as THREE from 'three';

const scene = new THREE.Scene();
const camera = new THREE.PerspectiveCamera( 75, window.innerWidth / window.innerHeight, 0.1, 1000 );

const renderer = new THREE.WebGLRenderer();
renderer.setSize( window.innerWidth, window.innerHeight );
document.body.appendChild( renderer.domElement );
</pre><p><br></p><h3>1️⃣ Import Three.js</h3><pre class="ql-syntax" spellcheck="false">import * as THREE from 'three';

</pre><p>👉 You are importing the Three.js library so you can use it.</p><p><br></p><h3>2️⃣ Create Scene</h3><pre class="ql-syntax" spellcheck="false">const scene = new THREE.Scene();

</pre><p>👉 Think of <strong>scene = empty stage</strong></p><ul><li>This is where you will add:</li><li class="ql-indent-1">objects (cube, sphere)</li><li class="ql-indent-1">lights</li><li class="ql-indent-1">models</li></ul><h3>3️⃣ Create Camera</h3><pre class="ql-syntax" spellcheck="false">const camera = new THREE.PerspectiveCamera(
  75,
  window.innerWidth / window.innerHeight,
  0.1,
  1000
);

</pre><p>👉 Think of <strong>camera = your eyes</strong></p><p>This camera decides <strong>what part of the scene you see</strong></p><h4>Parameters:</h4><ul><li><code>75</code> → Field of View (how wide you see)</li><li><code>window.innerWidth / window.innerHeight</code> → screen ratio</li><li><code>0.1</code> → near (closest visible distance)</li><li><code>1000</code> → far (farthest visible distance)</li></ul><p>💡 Simple meaning:</p><blockquote>"Show everything between 0.1 and 1000 units from camera"</blockquote><p><br></p><h3>4️⃣ Create Renderer</h3><pre class="ql-syntax" spellcheck="false">const renderer = new THREE.WebGLRenderer();

</pre><p>👉 Think of <strong>renderer = painter</strong></p><ul><li>It takes your scene + camera</li><li>Draws it using WebGL (GPU)</li></ul><h3><br></h3><h3>5️⃣ Set Size</h3><pre class="ql-syntax" spellcheck="false">renderer.setSize(window.innerWidth, window.innerHeight);

</pre><p>👉 This makes the canvas fill the screen</p><p><br></p><h3>6️⃣ Add to HTML</h3><pre class="ql-syntax" spellcheck="false">document.body.appendChild(renderer.domElement);

</pre><p>👉 This adds the 3D canvas into your webpage</p><ul><li><code>renderer.domElement</code> = actual <code>&lt;canvas&gt;</code> element</li></ul><p><br></p><p>Add this at the end:</p><pre class="ql-syntax" spellcheck="false">
renderer.render(scene, camera);
</pre><p><br></p><p><br></p>

### Section: GLB

<h1>What is GLB?</h1><ul><li><code>.gltf</code> → JSON + separate textures/files</li><li><code>.glb</code> → Everything packed into one file</li></ul><p>Most websites use <strong>GLB</strong> because it's easier and loads faster.</p><p><br></p><h1>&nbsp;Load GLB Model</h1><h2>Import Loader</h2><pre class="ql-syntax" spellcheck="false">
import { GLTFLoader } from
'three/examples/jsm/loaders/GLTFLoader.js';
</pre><h2><br></h2><h2>Load Model</h2><pre class="ql-syntax" spellcheck="false">
const loader = new GLTFLoader();

loader.load(
  '/models/shoe.glb',

  function(gltf) {

    const model = gltf.scene;

    model.scale.set(1,1,1);

    model.position.set(0,0,0);

    scene.add(model);

  },

  function(xhr) {

    console.log(
      (xhr.loaded / xhr.total * 100)
      + '% loaded'
    );

  },

  function(error) {

    console.log(error);

  }
);
</pre><h1><br></h1><h1>&nbsp;DRACO Loader </h1><p>Without Draco:</p><pre class="ql-syntax" spellcheck="false">shoe.glb = 20 MB

</pre><p>With Draco:</p><pre class="ql-syntax" spellcheck="false">shoe.glb = 2-5 MB

</pre><p>Huge performance improvement.</p><p><br></p><h2>Import</h2><pre class="ql-syntax" spellcheck="false">
import { DRACOLoader }
from 'three/examples/jsm/loaders/DRACOLoader.js';
</pre><h1><br></h1><h1>KTX2 Texture Compression</h1><p>Professional websites use:</p><pre class="ql-syntax" spellcheck="false">GLB + Draco + KTX2

</pre><p>Benefits:</p><ul><li>Faster loading</li><li>Less GPU memory</li><li>Mobile optimization</li></ul><p>Import:</p><pre class="ql-syntax" spellcheck="false">
import { KTX2Loader }
from 'three/examples/jsm/loaders/KTX2Loader.js';

</pre><p>Used for compressed textures.</p><p><br></p><h1>Step 1: Create the Sandal in Blender</h1><p>You make 3 separate objects:</p><pre class="ql-syntax" spellcheck="false">Sandal
├── Sole
├── Top
├── Buckle

</pre><p>In Blender Outliner:</p><pre class="ql-syntax" spellcheck="false">Collection
 ├── Sole
 ├── Top
 ├── Buckle

</pre><p>⚠️ Don't join them (<code>Ctrl + J</code>).</p><p>Keep them as separate meshes.</p><p><br></p><h1>Step 2: Export as GLB</h1><pre class="ql-syntax" spellcheck="false">File
→ Export
→ glTF 2.0
→ Format: GLB

</pre><p>Export:</p><pre class="ql-syntax" spellcheck="false">sandal.glb

</pre><p>Inside that single GLB:</p><pre class="ql-syntax" spellcheck="false">Sole Mesh
Top Mesh
Buckle Mesh

</pre><p>are all stored separately.</p><p><br></p><h1>Step 3: Load in Three.js</h1><pre class="ql-syntax" spellcheck="false">
const loader = new GLTFLoader();

loader.load('/models/sandal.glb', (gltf) =&gt; {

    const sandal = gltf.scene;

    scene.add(sandal);

});

</pre><p>At this point:</p><pre class="ql-syntax" spellcheck="false">Sole
Top
Buckle

</pre><p>appear together as one sandal.</p><p><br></p><h1>Step 4: Access Individual Parts</h1><p>Because they are separate objects in Blender:</p><pre class="ql-syntax" spellcheck="false">
loader.load('/models/sandal.glb', (gltf) =&gt; {

    const sandal = gltf.scene;

    const sole =
    sandal.getObjectByName("Sole");

    const top =
    sandal.getObjectByName("Top");

    const buckle =
    sandal.getObjectByName("Buckle");

    scene.add(sandal);

});

</pre><p>Now Three.js can control each part independently.</p><p><br></p><pre class="ql-syntax" spellcheck="false">let sole;
let top;
let buckle;

loader.load('/models/sandal.glb', (gltf) =&gt; {

&nbsp;&nbsp;const sandal = gltf.scene;

&nbsp;&nbsp;sole = sandal.getObjectByName("Sole");
&nbsp;&nbsp;top = sandal.getObjectByName("Top");
&nbsp;&nbsp;buckle = sandal.getObjectByName("Buckle");

&nbsp;&nbsp;scene.add(sandal);

});
</pre><h1>Animate in the Render Loop</h1><h3>Rotate Only the Buckle</h3><pre class="ql-syntax" spellcheck="false">
function animate() {

    requestAnimationFrame(animate);

    if(buckle){
        buckle.rotation.y += 0.02;
    }

    renderer.render(scene, camera);

}

animate();

</pre><p>Only the buckle rotates.</p><p><br></p><h1>Using GSAP </h1><p>Most product websites use GSAP.</p><pre class="ql-syntax" spellcheck="false">
&lt;script src="https://cdn.jsdelivr.net/npm/gsap@3"&gt;&lt;/script&gt;

</pre><h3>Animate Buckle</h3><pre class="ql-syntax" spellcheck="false">
gsap.to(buckle.rotation,{
    y:Math.PI * 2,
    duration:2,
    repeat:-1,
    ease:"none"
});

</pre><p><br></p>

### Section: Environment & Realism

<p>&nbsp;make 3D scenes look realistic using:</p><ul><li>HDRI</li><li>Environment Maps</li><li>HDR Lighting</li><li>Sky &amp; Skybox</li><li>Cube Maps</li><li>Reflections</li><li>Reflection Mapping</li><li>Realistic Materials</li><li>PBR Workflow</li></ul><p>Without these, models look like plastic toys.</p><p>With these, models look like real products.</p>

#### Page: HDRI (High Dynamic Range Image)
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/hdri-high-dynamic-range-image/

<h2>Definition</h2><p>An HDRI is a 360° image containing lighting and color information from a real-world environment.</p><p>Unlike JPG or PNG images, HDRI stores:</p><ul><li>Bright sunlight</li><li>Dark shadows</li><li>Light intensity</li><li>Reflection information</li></ul><h2><br></h2><h2>Why Use HDRI?</h2><p>HDRI helps objects understand:</p><ul><li>Where light comes from</li><li>How bright the scene is</li><li>What should be reflected</li></ul><h2><br></h2><h2>Real-Life Example</h2><p>Imagine holding a shiny spoon.</p><p>The spoon reflects:</p><ul><li>Ceiling</li><li>Fan</li><li>Windows</li><li>Lights</li></ul><p>A 3D object needs the same environmental information.</p><p>HDRI provides it.</p><h2><br></h2><h2>Benefits</h2><ul><li>Realistic lighting</li><li>Better reflections</li><li>Professional product renders</li><li>Natural shadows</li></ul><p><br></p><p>Import:</p><pre class="ql-syntax" spellcheck="false">
import { RGBELoader } from 'three/examples/jsm/loaders/RGBELoader.js';
</pre><h2><br></h2><h2>Example</h2><pre class="ql-syntax" spellcheck="false">
const loader = new RGBELoader();

loader.load('studio.hdr', (texture) =&gt; {

    texture.mapping =
    THREE.EquirectangularReflectionMapping;

    scene.environment = texture;
});
</pre><p><br></p><p><br></p>

#### Page: Environment Maps
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/environment-maps/

<h2>Definition</h2><p>An Environment Map tells objects what exists around them.</p><p>It acts as the surrounding world for:</p><ul><li>Reflections</li><li>Lighting</li><li>Realism</li></ul><h2>Example</h2><pre class="ql-syntax" spellcheck="false">scene.environment = hdrTexture;

</pre><h2>What Happens?</h2><p>Before:</p><pre class="ql-syntax" spellcheck="false">Object floating in empty space

</pre><p>After:</p><pre class="ql-syntax" spellcheck="false">Object surrounded by a real environment

</pre><h2>Real-Life Example</h2><p>Sunglasses reflect:</p><ul><li>Buildings</li><li>Cars</li><li>Trees</li></ul><p>Environment maps allow 3D objects to do the same.</p><p><br></p><h1><br></h1><h1>HDR Lighting</h1><h2><br></h2><h2>Definition</h2><p>Using HDRI as a light source instead of relying only on traditional lights.</p><h2><br></h2><h2>Traditional Lighting</h2><pre class="ql-syntax" spellcheck="false">
const light =
new THREE.DirectionalLight();

</pre><p>Only one light source.</p><h2><br></h2><h2>HDR Lighting</h2><pre class="ql-syntax" spellcheck="false">
scene.environment = hdrTexture;

</pre><p>Thousands of lighting values are used from the HDR image.</p>

#### Page: Sky & Environment
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/sky-environment/

<h2>Definition</h2><p>The sky creates a believable outdoor environment.</p><p>Without a sky:</p><pre class="ql-syntax" spellcheck="false">Black empty background

</pre><p>With a sky:</p><pre class="ql-syntax" spellcheck="false">Realistic outdoor scene

</pre><h2>Three.js Sky</h2><pre class="ql-syntax" spellcheck="false">import { Sky } from
'three/examples/jsm/objects/Sky.js';

const sky = new Sky();

scene.add(sky);

</pre><h2>Important Properties</h2><h3>Turbidity</h3><p>Controls atmospheric haze.</p><pre class="ql-syntax" spellcheck="false">sky.material.uniforms.turbidity.value = 10;

</pre><p>Higher Value:</p><pre class="ql-syntax" spellcheck="false">More foggy

</pre><p>Lower Value:</p><pre class="ql-syntax" spellcheck="false">Clear sky

</pre><h3>Rayleigh</h3><p>Controls sky brightness.</p><pre class="ql-syntax" spellcheck="false">sky.material.uniforms.rayleigh.value = 3;

</pre><h3>Mie Coefficient</h3><p>Controls sun glow.</p><pre class="ql-syntax" spellcheck="false">sky.material.uniforms.mieCoefficient.value = 0.005;

</pre><h2>Use Cases</h2><ul><li>Day scenes</li><li>Sunset scenes</li><li>Open-world environments&nbsp;</li></ul><p><img src="data:image/png;base64,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"></p>

#### Page: Reflection Mapping
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/reflection-mapping/

<h1>Reflection Mapping</h1><h2>Definition</h2><p>Reflection Mapping is the process of using environment data to generate reflections.</p><h2>Workflow</h2><pre class="ql-syntax" spellcheck="false">Environment
      ↓
Reflection Map
      ↓
Material
      ↓
Reflection

</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">
scene.environment =
hdrTexture;

const material =
new THREE.MeshPhysicalMaterial({

    metalness: 1,

    roughness: 0
});

</pre><h2>Result</h2><p>The object reflects the HDR environment.</p>

### Section: Performance Optimization

<p>Performance Optimization is the process of making your Three.js application run smoothly while using fewer resources.</p><h3>Objectives</h3><ul><li>Maintain 60 FPS (Frames Per Second)</li><li>Reduce CPU Usage</li><li>Reduce GPU Usage</li><li>Faster Loading Time</li><li>Better Mobile Performance</li><li>Lower Memory Consumption</li></ul><h3>Why It Matters</h3><p>A scene may look amazing on your computer, but if it lags on users' devices, it is a poor user experience.</p><p><br></p><h3>Common Areas of Optimization</h3><ul><li>Geometry Optimization</li><li>Texture Optimization</li><li>Model Optimization</li><li>Rendering Optimization</li><li>Draw Call Reduction</li><li>Memory Optimization</li></ul><p><br></p>

#### Page: Geometry Optimization
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/geometry-optimization/

<h2>What is Geometry?</h2><p>Geometry defines the shape of a 3D object.</p><p>It consists of:</p><ul><li>Vertices (Points)</li><li>Edges (Lines)</li><li>Faces/Triangles</li></ul><p><br></p><p>The GPU must process every vertex.</p><p>More vertices = More calculations = Lower FPS</p><p><br></p><h2>Best Practices</h2><p>✓ Reduce unnecessary vertices</p><p>✓ Reuse geometries</p><p><br></p><h1>Real Example</h1><pre class="ql-syntax" spellcheck="false">
const geometry = new THREE.BoxGeometry();
const material = new THREE.MeshStandardMaterial({
    color: "orange"
});

for(let i = 0; i &lt; 100; i++){

    const cube = new THREE.Mesh(
        geometry,
        material
    );

    cube.position.x = i * 2;

    scene.add(cube);
}

</pre><p>Result:</p><ul><li>100 visible cubes</li><li>1 geometry</li><li>1 material</li><li>Much faster</li></ul><p><br></p>

#### Page: Texture Optimization
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/texture-optimization/

<p>Textures are often the biggest performance killer.</p><p><br></p><p><img 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"></p><h2>Compress Textures</h2><p>Use:</p><pre class="ql-syntax" spellcheck="false">KTX2
Basis
WebP
AVIF

</pre><p>instead of giant PNGs.</p><p>Huge performance gain.</p>

#### Page: Model Optimization
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/model-optimization/

<h2>Optimization Methods</h2><h3><br></h3><h3>Decimation</h3><p>Reduce polygon count using Blender.</p><h3><br></h3><h3>Draco Compression</h3><p>Compress geometry data.</p><h3><br></h3><h3>glTF Optimization</h3><p>Export models as:</p><pre class="ql-syntax" spellcheck="false">.glb
</pre><h2><br></h2><h2>Why .glb?</h2><p>Contains:</p><ul><li>Geometry</li><li>Materials</li><li>Textures</li><li>Animations</li></ul><p>All in one optimized file.</p><h2><br></h2><h2>Best Practices</h2><p>✓ Use .glb</p><p>✓ Compress with Draco</p><p>✓ Reduce polygon count</p><p>✓ Remove hidden geometry</p>

#### Page: Rendering Optimization
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/rendering-optimization/

<p>Rendering is the process of drawing the scene every frame.</p><h2>Expensive Rendering Features</h2><h3>Shadows</h3><p>Very expensive.</p><p>Bad:</p><pre class="ql-syntax" spellcheck="false">10 shadow lights

</pre><p>Good:</p><pre class="ql-syntax" spellcheck="false">1 shadow light

</pre><h3>Shadow Map Resolution</h3><p>Bad:</p><pre class="ql-syntax" spellcheck="false">
light.shadow.mapSize.set(
    4096,
    4096
);

</pre><p>Good:</p><pre class="ql-syntax" spellcheck="false">
light.shadow.mapSize.set(
    1024,
    1024
);

</pre><h3>Pixel Ratio Optimization</h3><p>Bad:</p><pre class="ql-syntax" spellcheck="false">
renderer.setPixelRatio(
    window.devicePixelRatio
);

</pre><p>Some phones:</p><pre class="ql-syntax" spellcheck="false">devicePixelRatio = 4

</pre><p>Heavy GPU load.</p><p>Good:</p><pre class="ql-syntax" spellcheck="false">
renderer.setPixelRatio(
    Math.min(
        window.devicePixelRatio,
        2
    )
);

</pre><p>Professional approach.</p><p><br></p><h2>Best Practices</h2><p>✓ Reduce shadows</p><p>✓ Lower shadow resolution</p><p>✓ Limit pixel ratio</p><p>✓ Disable unused effects</p>

#### Page: Frustum Culling
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/frustum-culling/

<h2>What is Frustum Culling?</h2><p>Three.js automatically skips rendering objects outside the camera view.</p><h3>Example</h3><p>Scene contains:</p><pre class="ql-syntax" spellcheck="false">1000 Trees

</pre><p>Camera sees:</p><pre class="ql-syntax" spellcheck="false">100 Trees

</pre><p>Only 100 trees are rendered.</p><p>The other 900 are ignored.</p><h2>Why It Helps</h2><p>Reduces:</p><ul><li>Draw Calls</li><li>GPU Work</li><li>CPU Work</li></ul><h2>Disable Only When Necessary</h2><pre class="ql-syntax" spellcheck="false">
mesh.frustumCulled = false;

</pre><p>Usually keep it enabled.</p>

#### Page: InstancedMesh
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/instancedmesh/

<h2>What Problem Does It Solve?</h2><p>Suppose you create:</p><pre class="ql-syntax" spellcheck="false">1000 Trees

</pre><p>Normally:</p><pre class="ql-syntax" spellcheck="false">1000 Meshes
1000 Draw Calls

</pre><p>Very expensive.</p><h2><br></h2><h2>What is a Draw Call?</h2><p>A command sent to the GPU:</p><pre class="ql-syntax" spellcheck="false">"Draw this object."

</pre><p>More draw calls = lower performance.</p><h2><br></h2><h2>InstancedMesh</h2><p>Allows rendering thousands of identical objects using a single draw call.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
const trees =
new THREE.InstancedMesh(
    geometry,
    material,
    1000
);

</pre><p>Result:</p><pre class="ql-syntax" spellcheck="false">1000 Trees
1 Draw Call

</pre><p>Massive performance improvement.</p><h2><br></h2><h2>Common Uses</h2><h3>Grass</h3><pre class="ql-syntax" spellcheck="false">5000 Blades

</pre><h3>Trees</h3><pre class="ql-syntax" spellcheck="false">10000 Trees

</pre><h3>Rocks</h3><pre class="ql-syntax" spellcheck="false">3000 Rocks

</pre><h3>Buildings</h3><pre class="ql-syntax" spellcheck="false">1000 Buildings

</pre><h2><br></h2><h2>Best Practices</h2><p>✓ Use when geometry and material are identical</p><p>✓ Perfect for repeated objects</p><p>✓ Essential for large environments</p>

#### Page: TOOLS
URL: https://inside.blackboxlearning.in/docs/view/three-js/p/tools/

<h1>1. Chrome DevTools</h1><h3>What is it?</h3><p>A built-in browser tool used to analyze and debug performance issues in your Three.js application.</p><h3>Why use it?</h3><ul><li>Check FPS drops</li><li>Detect memory leaks</li><li>Analyze CPU/GPU usage</li><li>Measure loading times</li></ul><h3>Open DevTools</h3><pre class="ql-syntax" spellcheck="false">F12

</pre><p>or</p><pre class="ql-syntax" spellcheck="false">Right Click → Inspect

</pre><h3>Implementation</h3><pre class="ql-syntax" spellcheck="false">
// Open DevTools
F12

// Go to:
Performance Tab

// Click:
Record

// Interact with scene

// Stop Recording

</pre><p>Chrome will show:</p><pre class="ql-syntax" spellcheck="false">Rendering Time
JavaScript Time
Memory Usage
FPS
</pre><p><br></p><p><br></p><h1>2. Stats.js</h1><h3>What is it?</h3><p>A lightweight FPS monitor that displays real-time performance information.</p><h3>Why use it?</h3><ul><li>Monitor FPS</li><li>Monitor frame time</li><li>Monitor memory usage</li></ul><h3>Installation</h3><pre class="ql-syntax" spellcheck="false">
&lt;script src="https://cdnjs.cloudflare.com/ajax/libs/stats.js/r17/Stats.min.js"&gt;&lt;/script&gt;

</pre><h3>Implementation</h3><pre class="ql-syntax" spellcheck="false">
const stats = new Stats();

document.body.appendChild(stats.dom);

function animate() {

    stats.begin();

    renderer.render(scene, camera);

    stats.end();

    requestAnimationFrame(animate);
}

animate();

</pre><h3>Output</h3><pre class="ql-syntax" spellcheck="false">FPS : 60
MS  : 16
MB  : 80

</pre><p><br></p>

### Section: Particles

<p>Imagine you want to create a sky full of stars.</p><h3><br></h3><h3>Wrong Way</h3><p>Create 10,000 small spheres.</p><pre class="ql-syntax" spellcheck="false">
const star = new THREE.Mesh(
    new THREE.SphereGeometry(),
    material
);

</pre><p>Problem:</p><ul><li>10,000 Meshes</li><li>Very heavy</li><li>Slow website</li></ul><h3><br></h3><h3>Right Way</h3><p>Create 10,000 dots (particles).</p><pre class="ql-syntax" spellcheck="false">
const particles = new THREE.Points(
    geometry,
    material
);

</pre><p>Three.js treats them as one object.</p><p>Result:</p><ul><li>Fast</li><li>Less memory</li><li>Can create thousands of particles easily</li></ul><h1>How Does Three.js Know Where To Place Particles?</h1><p>Every particle needs:</p><pre class="ql-syntax" spellcheck="false">X position
Y position
Z position

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">Particle 1 = (1,2,3)
Particle 2 = (4,1,0)
Particle 3 = (-2,5,1)

</pre><p>These positions are stored inside a BufferGeometry.</p><p><br></p><h1>BufferGeometry</h1><p>Think of BufferGeometry as a big container that stores all particle positions.</p><pre class="ql-syntax" spellcheck="false">
const geometry =
new THREE.BufferGeometry();

</pre><h1>Float32Array</h1><p>Stores coordinates.</p><pre class="ql-syntax" spellcheck="false">
const positions =
new Float32Array(count * 3);

</pre><p>Why <code>* 3</code>?</p><p>Because every particle needs:</p><pre class="ql-syntax" spellcheck="false">x
y
z

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
[
 1,2,3,
 4,5,6,
 7,8,9
]

</pre><p>Means:</p><pre class="ql-syntax" spellcheck="false">Particle 1 → x=1 y=2 z=3
Particle 2 → x=4 y=5 z=6
Particle 3 → x=7 y=8 z=9

</pre><h1>Creating Random Particles</h1><pre class="ql-syntax" spellcheck="false">
for(let i=0;i&lt;count*3;i++){
    positions[i] =
    (Math.random()-0.5)*10;
}

</pre><p>This gives random positions.</p><p><br></p><h1>PointsMaterial</h1><p>Particles need a material just like meshes.</p><pre class="ql-syntax" spellcheck="false">
const material =
new THREE.PointsMaterial();

</pre><h2>Particle Size</h2><pre class="ql-syntax" spellcheck="false">
size:0.1


const material =
new THREE.PointsMaterial({
    size:0.1
});

</pre><p>Makes particles bigger.</p><p><br></p><h2>Particle Color</h2><pre class="ql-syntax" spellcheck="false">
color:"white"


const material =
new THREE.PointsMaterial({
    color:"yellow"
});

</pre><p>All particles become yellow.</p><h1>Creating The Particle System</h1><pre class="ql-syntax" spellcheck="false">
const particles =
new THREE.Points(
    geometry,
    material
);

scene.add(particles);

</pre><p>Now particles appear in the scene.</p><p><br></p><p><br></p>


---

## Topic: HTML
URL: https://inside.blackboxlearning.in/docs/view/html/

Html is the standard markup language for Web pages. With Html you can create your own Website.

### Page: HTML Introduction
URL: https://inside.blackboxlearning.in/docs/view/html/p/html-introduction/

<h1>Chapter 1 — Introduction to Web Development</h1><p>Learning Outcome</p><p>Understand the role of HTML in web development and how websites work.</p><p>Next → <a href="02 - Document Structure &amp; Syntax" rel="noopener noreferrer" target="_blank">02 - Document Structure &amp; Syntax</a></p><h2>1.1 What is HTML?</h2><p><strong>HTML</strong> stands for <strong>HyperText Markup Language</strong>.</p><ul><li>It is the <strong>standard language</strong> used to create and structure content on the web.</li><li>HTML is <strong>not</strong> a programming language — it is a <strong>markup language</strong>.</li><li>It tells the browser how to <em>display</em> content using a system of <strong>elements</strong> represented by <strong>tags</strong>.</li></ul><p>From W3Schools</p><p>"HTML is the standard markup language for creating Web pages."</p><h2>1.2 HTML vs CSS vs JavaScript</h2><p>The three core technologies of the web each play a distinct role:</p><p><img src="data:image/png;base64,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">   </p><p><br></p><p>   Key Insight</p><p>You can build a webpage with HTML alone. CSS and JS <em>enhance</em> it — but HTML is the foundation every single time.</p><h2>1.3 How Websites Work</h2><p>When you type a URL in the browser, this happens:</p><ol><li>Your browser sends an <strong>HTTP request</strong> to a web server.</li><li>The server sends back an <strong>HTML file</strong>.</li><li>The browser <strong>parses</strong> (reads) the HTML and renders the page.</li><li>CSS and JS files linked in the HTML are then fetched and applied.</li></ol><pre class="ql-syntax" spellcheck="false">User → types URL → Browser → HTTP Request → Web Server
Web Server → HTML file → Browser → Renders page → User sees it
</pre><p>HTTP vs HTTPS</p><p>HTTPS is the secure version of HTTP. The "S" means the connection is encrypted. Always use HTTPS for real websites.</p><h2>1.4 Types of Websites</h2><h2>   <img 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">Recommended Projects</h2><p>Project 1 — "About Me" Static Page</p><p>Create a simple page with your name, a short bio, and a fun fact. <strong>Rules:</strong> No CSS. Pure HTML only. Practice structure, not style.</p><p>Project 2 — Web Tech Comparison Sheet</p><p>Build a 2-column HTML page showing HTML vs CSS vs JS responsibilities. Use only headings and paragraphs. No tables yet.</p><h2>📌 Quick Recall</h2><ul><li>HTML = <strong>HyperText Markup Language</strong></li><li>HTML → Structure | CSS → Style | JS → Behaviour</li><li>Browser sends HTTP request → Server returns HTML → Browser renders it</li><li>HTML is a <strong>markup language</strong>, not a programming language</li></ul><p>Next → <a href="02 - Document Structure &amp; Syntax" rel="noopener noreferrer" target="_blank">02 - Document Structure &amp; Syntax</a></p>

### Page: Document Structure & Syntax
URL: https://inside.blackboxlearning.in/docs/view/html/p/document-structure-syntax/

<h1>Chapter 2 — HTML Document Structure &amp; Syntax</h1><p>Learning Outcome</p><p>Create a valid HTML5 page with correct document structure from scratch.</p><p>← <a href="https://inside.blackboxlearning.in/docs/topics/69d9e9aa94b3c03856f20f57/edit/01%20-%20Introduction%20to%20Web%20Development" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 110, 59);">01 - Introduction to Web Development</a> | Next → <a href="https://inside.blackboxlearning.in/docs/topics/69d9e9aa94b3c03856f20f57/edit/03%20-%20Tags%20Elements%20&amp;%20Attributes" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 110, 59);">03 - Tags Elements &amp; Attributes</a></p><h2>2.1 DOCTYPE Declaration</h2><p>Every HTML5 document <strong>must</strong> begin with <code style="background-color: rgb(240, 240, 240);">&lt;!DOCTYPE html&gt;</code>.</p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
</pre><ul><li>Tells the browser <strong>which version of HTML</strong> is being used.</li><li>Without it, browsers enter <strong>"quirks mode"</strong> and render inconsistently.</li><li>Always place it on the <strong>very first line</strong>.</li></ul><p>Don't Skip DOCTYPE</p><p>Missing <code style="background-color: rgb(240, 240, 240);">&lt;!DOCTYPE html&gt;</code> causes unpredictable rendering across browsers — especially older ones.</p><h2>2.2 The Root Structure</h2><p>Every HTML page is built around 4 essential tags:</p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
  &lt;head&gt;
    &lt;meta charset="UTF-8"&gt;
    &lt;meta name="viewport" content="width=device-width, initial-scale=1.0"&gt;
    &lt;title&gt;My Page Title&lt;/title&gt;
  &lt;/head&gt;
  &lt;body&gt;
    &lt;!-- All visible content goes here --&gt;
  &lt;/body&gt;
&lt;/html&gt;
</pre><p><img 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"></p><p><br></p><blockquote>lang Attribute</blockquote><blockquote>Always add <code style="background-color: rgb(240, 240, 240);">lang="en"</code> (or your language code) on <code style="background-color: rgb(240, 240, 240);">&lt;html&gt;</code>. It helps screen readers pronounce content correctly and improves SEO.</blockquote><h2>2.3 The <code style="background-color: rgb(240, 240, 240);">&lt;head&gt;</code> Tag — In Detail</h2><p>The <code style="background-color: rgb(240, 240, 240);">&lt;head&gt;</code> contains <strong>metadata</strong> — data <em>about</em> the document, not <em>in</em> it.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;meta charset="UTF-8"&gt;
  &lt;meta name="viewport" content="width=device-width, initial-scale=1.0"&gt;
  &lt;meta name="description" content="An HTML tutorial for beginners"&gt;
  &lt;meta name="author" content="Your Name"&gt;
  &lt;title&gt;Page Title&lt;/title&gt;
  &lt;link rel="stylesheet" href="style.css"&gt;
  &lt;link rel="icon" href="favicon.ico"&gt;
  &lt;script src="app.js" defer&gt;&lt;/script&gt;
&lt;/head&gt;
</pre><h2><img 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"></h2><h2>2.4 HTML Syntax Rules</h2><p>Core Syntax Rules</p><ol><li>Tags are written in <strong>lowercase</strong> (best practice)</li><li>Most tags come in <strong>pairs</strong> — opening + closing: <code style="background-color: rgb(240, 240, 240);">&lt;p&gt;…&lt;/p&gt;</code></li><li><strong>Self-closing</strong> tags have no closing tag: <code style="background-color: rgb(240, 240, 240);">&lt;br&gt;</code>, <code style="background-color: rgb(240, 240, 240);">&lt;img&gt;</code>, <code style="background-color: rgb(240, 240, 240);">&lt;hr&gt;</code></li><li>Tags must be <strong>properly nested</strong> — inner tag closes before outer tag</li><li>Attribute values go in <strong>double quotes</strong></li></ol><pre class="ql-syntax" spellcheck="false">&lt;!-- ✅ Correct nesting --&gt;
&lt;p&gt;&lt;strong&gt;Bold text&lt;/strong&gt; in a paragraph.&lt;/p&gt;

&lt;!-- ❌ Wrong nesting --&gt;
&lt;p&gt;&lt;strong&gt;Bold text&lt;/p&gt;&lt;/strong&gt;
</pre><h2>2.5 HTML Boilerplate (Full Template)</h2><p>Save this as your starting template for every new HTML file:</p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
&lt;head&gt;
  &lt;meta charset="UTF-8"&gt;
  &lt;meta name="viewport" content="width=device-width, initial-scale=1.0"&gt;
  &lt;meta name="description" content="Page description here"&gt;
  &lt;title&gt;Document Title&lt;/title&gt;
  &lt;link rel="stylesheet" href="style.css"&gt;
&lt;/head&gt;
&lt;body&gt;

  &lt;h1&gt;Hello, World!&lt;/h1&gt;

  &lt;script src="app.js" defer&gt;&lt;/script&gt;
&lt;/body&gt;
&lt;/html&gt;
</pre><blockquote>VS Code Shortcut</blockquote><blockquote>In VS Code, type <code style="background-color: rgb(240, 240, 240);">!</code> and press <strong>Tab</strong> — it auto-generates the full boilerplate instantly. (Requires Emmet, which is built-in.)</blockquote><h2>🚀 Recommended Projects</h2><p>Project 1 — First Webpage</p><p>Create a complete HTML page with proper DOCTYPE, head, and body. Add a title, one <code style="background-color: rgb(240, 240, 240);">&lt;h1&gt;</code> heading, and two <code style="background-color: rgb(240, 240, 240);">&lt;p&gt;</code> paragraphs about your favourite subject.</p><p>Project 2 — Metadata Explorer</p><p>Create 3 different pages each with unique <code style="background-color: rgb(240, 240, 240);">&lt;meta&gt;</code> description tags and titles. Open them and observe how the browser tab changes.</p><h2>📌 Quick Recall</h2><ul><li><code style="background-color: rgb(240, 240, 240);">&lt;!DOCTYPE html&gt;</code> → always first line</li><li><code style="background-color: rgb(240, 240, 240);">&lt;html&gt;</code> → root | <code style="background-color: rgb(240, 240, 240);">&lt;head&gt;</code> → metadata | <code style="background-color: rgb(240, 240, 240);">&lt;body&gt;</code> → visible content</li><li><code style="background-color: rgb(240, 240, 240);">charset="UTF-8"</code> → supports all languages</li><li><code style="background-color: rgb(240, 240, 240);">viewport</code> meta → mobile-responsive</li><li>VS Code shortcut: <code style="background-color: rgb(240, 240, 240);">!</code> + Tab = full boilerplate</li></ul><p>← <a href="https://inside.blackboxlearning.in/docs/topics/69d9e9aa94b3c03856f20f57/edit/01%20-%20Introduction%20to%20Web%20Development" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 110, 59);">01 - Introduction to Web Development</a> | Next → <a href="https://inside.blackboxlearning.in/docs/topics/69d9e9aa94b3c03856f20f57/edit/03%20-%20Tags%20Elements%20&amp;%20Attributes" rel="noopener noreferrer" target="_blank" style="color: rgb(255, 110, 59);">03 - Tags Elements &amp; Attributes</a></p>

### Page: 03 - Tags Elements & Attributes
URL: https://inside.blackboxlearning.in/docs/view/html/p/03-tags-elements-attributes/

<h1>Chapter 3 — Tags, Elements &amp; Attributes</h1><p>Learning Outcome</p><p>Understand the difference between tags, elements, and attributes — and write structured HTML using them correctly.</p><p>← <a href="02 - Document Structure &amp; Syntax" rel="noopener noreferrer" target="_blank">02 - Document Structure &amp; Syntax</a> | Next → <a href="04 - Text Formatting &amp; Content" rel="noopener noreferrer" target="_blank">04 - Text Formatting &amp; Content</a></p><h2>3.1 Tags vs Elements</h2><p>These two words are often confused — they mean different things.</p><p><img 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"></p><pre class="ql-syntax" spellcheck="false">&lt;!-- &lt;p&gt; is the opening TAG --&gt;
&lt;!-- &lt;/p&gt; is the closing TAG --&gt;
&lt;!-- &lt;p&gt;Hello World&lt;/p&gt; is the ELEMENT --&gt;

&lt;p&gt;Hello World&lt;/p&gt;
</pre><h2>3.2 Paired vs Self-Closing Tags</h2><p><strong>Paired (normal) elements</strong> — have both opening and closing tags:</p><pre class="ql-syntax" spellcheck="false">&lt;h1&gt;This is a heading&lt;/h1&gt;
&lt;p&gt;This is a paragraph&lt;/p&gt;
&lt;a href="#"&gt;This is a link&lt;/a&gt;
</pre><p><strong>Self-closing / Void elements</strong> — no closing tag, no content:</p><pre class="ql-syntax" spellcheck="false">&lt;br&gt;       &lt;!-- line break --&gt;
&lt;hr&gt;       &lt;!-- horizontal rule / divider --&gt;
&lt;img src="photo.jpg" alt="A photo"&gt;
&lt;input type="text"&gt;
&lt;meta charset="UTF-8"&gt;
&lt;link rel="stylesheet" href="style.css"&gt;
</pre><p>HTML5 vs XHTML</p><p>In HTML5 you write <code>&lt;br&gt;</code>. In XHTML you write <code>&lt;br /&gt;</code>. Both are accepted in HTML5, but <code>&lt;br&gt;</code> is more common today.</p><h2>3.3 Attributes — Syntax &amp; Rules</h2><p>Attributes provide <strong>extra information</strong> about an element. They sit inside the <strong>opening tag</strong> only.</p><p><strong>Syntax:</strong></p><pre class="ql-syntax" spellcheck="false">attribute="value"
&lt;img src="cat.jpg" alt="A tabby cat" width="300" height="200"&gt;
     ^^^            ^^^               ^^^^^         ^^^^^^
     attr           attr              attr           attr
</pre><p>Attribute Rules</p><ul><li>Always written in the <strong>opening tag</strong></li><li>Values go in <strong>double quotes</strong></li><li>Multiple attributes separated by <strong>spaces</strong></li><li>Attribute names are <strong>case-insensitive</strong> (lowercase is best practice)</li><li>Some attributes are <strong>boolean</strong> — just their name is enough: <code>required</code>, <code>disabled</code>, <code>checked</code></li></ul><h2>3.4 Common Attributes</h2><h3>Universal Attributes (work on any tag)</h3><h3><br></h3><h3><img src="data:image/png;base64,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"></h3><pre class="ql-syntax" spellcheck="false">&lt;p id="intro" class="highlight" title="Welcome text"&gt;
  Hello, welcome!
&lt;/p&gt;

&lt;!-- data-* attribute example --&gt;
&lt;button data-user-id="42" data-role="admin"&gt;Edit&lt;/button&gt;
</pre><h3>Element-Specific Attributes</h3><h3><img 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"></h3><h2>3.5 id vs class — Key Differences</h2><h3><img 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"></h3><pre class="ql-syntax" spellcheck="false">&lt;!-- id — unique landmark --&gt;
&lt;section id="about"&gt;...&lt;/section&gt;

&lt;!-- class — reusable style group --&gt;
&lt;p class="card-text"&gt;First card&lt;/p&gt;
&lt;p class="card-text"&gt;Second card&lt;/p&gt;
&lt;p class="card-text"&gt;Third card&lt;/p&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — Personal Profile Card</p><p>Build an HTML profile card using <code>&lt;div&gt;</code>, <code>&lt;img&gt;</code>, <code>&lt;p&gt;</code>, <code>&lt;h2&gt;</code>, and <code>&lt;a&gt;</code>. Use <code>id</code> and <code>class</code> attributes to label each section. No CSS — just structure.</p><p>Project 2 — Attribute Showcase Page</p><p>Create a page demonstrating at least 8 different attributes: <code>title</code>, <code>style</code>, <code>id</code>, <code>class</code>, <code>src</code>, <code>alt</code>, <code>href</code>, <code>placeholder</code>. Add a comment above each element explaining which attribute you're demonstrating.</p><h2>📌 Quick Recall</h2><ul><li><strong>Tag</strong> = just <code>&lt;p&gt;</code> | <strong>Element</strong> = <code>&lt;p&gt;content&lt;/p&gt;</code></li><li><strong>Void elements</strong> have no closing tag: <code>&lt;br&gt;</code>, <code>&lt;img&gt;</code>, <code>&lt;input&gt;</code>, <code>&lt;hr&gt;</code>, <code>&lt;meta&gt;</code></li><li><code>id</code> = unique (one per page) | <code>class</code> = reusable (many elements)</li><li>Attributes always go in the <strong>opening tag</strong> with <code>attribute="value"</code> syntax</li><li>Boolean attributes: <code>required</code>, <code>disabled</code>, <code>checked</code> — no value needed</li></ul><h3>← <a href="02 - Document Structure &amp; Syntax" rel="noopener noreferrer" target="_blank">02 - Document Structure &amp; Syntax</a> | Next → <a href="04 - Text Formatting &amp; Content" rel="noopener noreferrer" target="_blank">04 - Text Formatting &amp; Content</a></h3><p><br></p>

### Page: 04 - Text Formatting & Content
URL: https://inside.blackboxlearning.in/docs/view/html/p/04-text-formatting-content/

<h1>Chapter 4 — Text Formatting &amp; Content</h1><p>Learning Outcome</p><p>Format and structure textual content using HTML headings, paragraphs, and semantic text tags.</p><p>← <a href="03 - Tags Elements &amp; Attributes" rel="noopener noreferrer" target="_blank">03 - Tags Elements &amp; Attributes</a> | Next → <a href="05 - Links &amp; Navigation" rel="noopener noreferrer" target="_blank">05 - Links &amp; Navigation</a></p><h2>4.1 Headings — <code>&lt;h1&gt;</code> to <code>&lt;h6&gt;</code></h2><p>HTML provides <strong>6 levels</strong> of headings.</p><pre class="ql-syntax" spellcheck="false">&lt;h1&gt;Main Page Title&lt;/h1&gt;
&lt;h2&gt;Section Heading&lt;/h2&gt;
&lt;h3&gt;Sub-section Heading&lt;/h3&gt;
&lt;h4&gt;Smaller Sub-heading&lt;/h4&gt;
&lt;h5&gt;Minor Heading&lt;/h5&gt;
&lt;h6&gt;Smallest Heading&lt;/h6&gt;
</pre><p><img 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"></p><p>Don't Skip Heading Levels</p><p>Don't jump from <code>&lt;h1&gt;</code> to <code>&lt;h4&gt;</code>. Use headings in logical order (h1 → h2 → h3). Skipping levels breaks <strong>accessibility</strong> and <strong>SEO</strong>.</p><p>SEO Importance</p><p>Search engines (Google) heavily use <code>&lt;h1&gt;</code> to understand what your page is about. Use one descriptive <code>&lt;h1&gt;</code> per page.</p><h2>4.2 Paragraphs, Line Breaks &amp; Dividers</h2><pre class="ql-syntax" spellcheck="false">&lt;p&gt;This is a paragraph. Browsers automatically add space above and below.&lt;/p&gt;

&lt;p&gt;This paragraph has a line break inside it.&lt;br&gt;
This is on a new line within the same paragraph.&lt;br&gt;
And this is another line.&lt;/p&gt;

&lt;hr&gt;

&lt;p&gt;This paragraph comes after the horizontal divider.&lt;/p&gt;
</pre><p><img 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"></p><p>Whitespace Collapsing</p><p>HTML ignores multiple spaces and newlines in source code — they all collapse to a single space. Use <code>&lt;br&gt;</code> for deliberate line breaks.</p><h2>4.3 Semantic Text Formatting Tags</h2><p>These tags carry <strong>meaning</strong>, not just visual style.</p><pre class="ql-syntax" spellcheck="false">&lt;p&gt;This is &lt;strong&gt;very important&lt;/strong&gt; text.&lt;/p&gt;
&lt;p&gt;This is &lt;em&gt;emphasised&lt;/em&gt; text.&lt;/p&gt;
&lt;p&gt;Price was &lt;del&gt;₹500&lt;/del&gt;, now &lt;ins&gt;₹300&lt;/ins&gt;.&lt;/p&gt;
&lt;p&gt;Water: H&lt;sub&gt;2&lt;/sub&gt;O | Area: πr&lt;sup&gt;2&lt;/sup&gt;&lt;/p&gt;
&lt;p&gt;&lt;mark&gt;Highlighted&lt;/mark&gt; term in a sentence.&lt;/p&gt;
&lt;p&gt;Use the &lt;code&gt;console.log()&lt;/code&gt; function.&lt;/p&gt;
&lt;p&gt;&lt;abbr title="HyperText Markup Language"&gt;HTML&lt;/abbr&gt; is fun.&lt;/p&gt;
</pre><p><br></p><p><img 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"></p><p><img 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"></p><h2>4.5 HTML Comments</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- This is a comment — the browser ignores it --&gt;

&lt;!--
  Multi-line comment.
  Great for leaving notes for yourself or your team.
--&gt;

&lt;!-- TODO: Add navigation bar here --&gt;
&lt;h1&gt;Page Content&lt;/h1&gt;

&lt;!-- DISABLED:
&lt;section class="old-promo"&gt;
  ...
&lt;/section&gt;
--&gt;
</pre><p>Don't Put Secrets in Comments</p><p>HTML comments are <strong>visible</strong> to anyone who opens DevTools (F12 → Inspector). Never put passwords, API keys, or sensitive data in HTML comments.</p><h2>🚀 Recommended Projects</h2><p>Project 1 — Blog Article Page</p><p>Write a fake blog article with:</p><ul><li><code>&lt;h1&gt;</code> title, <code>&lt;h2&gt;</code> section headings</li><li>Several <code>&lt;p&gt;</code> paragraphs</li><li>At least one <code>&lt;blockquote&gt;</code></li><li>Uses of <code>&lt;strong&gt;</code>, <code>&lt;em&gt;</code>, <code>&lt;mark&gt;</code></li><li>An <code>&lt;hr&gt;</code> divider between sections</li></ul><p>Project 2 — Science Notes Page</p><p>Create chemistry/maths notes using:</p><ul><li><code>&lt;sub&gt;</code> for chemical formulas: H₂SO₄, CO₂</li><li><code>&lt;sup&gt;</code> for powers: x², r³</li><li><code>&lt;code&gt;</code> for equations</li><li><code>&lt;pre&gt;</code> for aligned data tables or multi-line formulas</li></ul><h2>📌 Quick Recall</h2><ul><li><code>&lt;h1&gt;</code> = one per page (main title) → <code>&lt;h6&gt;</code> = smallest heading</li><li><code>&lt;p&gt;</code> = paragraph | <code>&lt;br&gt;</code> = line break | <code>&lt;hr&gt;</code> = divider</li><li><code>&lt;strong&gt;</code> = important bold | <code>&lt;em&gt;</code> = emphasis italic</li><li><code>&lt;sub&gt;</code> = subscript (H₂O) | <code>&lt;sup&gt;</code> = superscript (x²)</li><li><code>&lt;code&gt;</code> = inline code | <code>&lt;pre&gt;</code> = preserves whitespace</li><li>Comments: <code>&lt;!-- ... --&gt;</code> | Visible in DevTools — never store secrets!</li></ul><p>← <a href="03 - Tags Elements &amp; Attributes" rel="noopener noreferrer" target="_blank">03 - Tags Elements &amp; Attributes</a> | Next → <a href="05 - Links &amp; Navigation" rel="noopener noreferrer" target="_blank">05 - Links &amp; Navigation</a></p><p><br></p><p><br></p>

### Page: 05 - Links & Navigation
URL: https://inside.blackboxlearning.in/docs/view/html/p/05-links-navigation/

<h1>Chapter 5 — Links &amp; Navigation</h1><p>Learning Outcome</p><p>Create all types of hyperlinks and build navigation between pages.</p><p>← <a href="04 - Text Formatting &amp; Content" rel="noopener noreferrer" target="_blank">04 - Text Formatting &amp; Content</a> | Next → <a href="06 - Lists" rel="noopener noreferrer" target="_blank">06 - Lists</a></p><h2>5.1 The Anchor Tag <code>&lt;a&gt;</code></h2><p>The <code>&lt;a&gt;</code> (anchor) tag creates hyperlinks. The <code>href</code> attribute is the destination.</p><pre class="ql-syntax" spellcheck="false">&lt;a href="https://www.google.com"&gt;Visit Google&lt;/a&gt;
</pre><h3>Key Attributes</h3><p><img src="data:image/png;base64,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"></p><h3><code>target</code> Values</h3><p><img 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"></p><p>Security with <code>target="_blank"</code></p><p>Always add <code>rel="noopener noreferrer"</code> when using <code>target="_blank"</code>. Without it, the opened page can access and manipulate the original tab via JavaScript.</p><pre class="ql-syntax" spellcheck="false">&lt;a href="https://example.com" target="_blank" rel="noopener noreferrer"&gt;
  Open in new tab (safe)
&lt;/a&gt;
</pre><h2>5.2 Types of Links</h2><h3>Absolute URLs</h3><p>Full address including the protocol.</p><pre class="ql-syntax" spellcheck="false">&lt;a href="https://www.w3schools.com/html/"&gt;W3Schools HTML&lt;/a&gt;
</pre><h3>Relative URLs</h3><p>Path relative to the current file — used for linking pages on the <strong>same website</strong>.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- Link to a file in the same folder --&gt;
&lt;a href="about.html"&gt;About Us&lt;/a&gt;

&lt;!-- Link to a file in a subfolder --&gt;
&lt;a href="pages/contact.html"&gt;Contact&lt;/a&gt;

&lt;!-- Link to a file one level up --&gt;
&lt;a href="../index.html"&gt;Go Home&lt;/a&gt;
</pre><h3>Anchor / Fragment Links</h3><p>Jump to a section on the <strong>same page</strong> using <code>id</code>.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- Link that jumps to a section --&gt;
&lt;a href="#about"&gt;Jump to About&lt;/a&gt;
&lt;a href="#projects"&gt;Jump to Projects&lt;/a&gt;

&lt;!-- The target sections — must have matching id --&gt;
&lt;h2 id="about"&gt;About Me&lt;/h2&gt;
&lt;h2 id="projects"&gt;My Projects&lt;/h2&gt;
</pre><h3>Email Links</h3><pre class="ql-syntax" spellcheck="false">&lt;a href="mailto:hello@example.com"&gt;Send Email&lt;/a&gt;

&lt;!-- Pre-fill subject and body --&gt;
&lt;a href="mailto:hello@example.com?subject=Inquiry&amp;body=Hi there"&gt;
  Email with subject
&lt;/a&gt;
</pre><h3>Phone Links</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- Opens phone dialler on mobile --&gt;
&lt;a href="tel:+919876543210"&gt;Call +91 98765 43210&lt;/a&gt;
</pre><h3>Download Links</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- Triggers download instead of navigation --&gt;
&lt;a href="resume.pdf" download&gt;Download Resume&lt;/a&gt;

&lt;!-- Custom download filename --&gt;
&lt;a href="report-2024.pdf" download="Annual-Report.pdf"&gt;Download Report&lt;/a&gt;
</pre><h2>5.3 Image as a Link</h2><p>Wrap <code>&lt;img&gt;</code> inside <code>&lt;a&gt;</code> to make an image clickable.</p><pre class="ql-syntax" spellcheck="false">&lt;a href="https://example.com"&gt;
  &lt;img src="logo.png" alt="Company Logo — go to homepage" width="200"&gt;
&lt;/a&gt;
</pre><h2>5.4 Navigation Bar Pattern</h2><pre class="ql-syntax" spellcheck="false">&lt;nav&gt;
  &lt;a href="index.html"&gt;Home&lt;/a&gt;
  &lt;a href="about.html"&gt;About&lt;/a&gt;
  &lt;a href="portfolio.html"&gt;Portfolio&lt;/a&gt;
  &lt;a href="contact.html"&gt;Contact&lt;/a&gt;
&lt;/nav&gt;
</pre><p>Always Use <code>&lt;nav&gt;</code> for Navigation</p><p>Wrapping navigation links in <code>&lt;nav&gt;</code> is semantic HTML — screen readers and search engines identify it as the site's navigation section.</p><h2>5.5 Link Best Practices</h2><p>Good Link Habits</p><ul><li>Write <strong>descriptive link text</strong> — not "click here" or "read more"</li><li>✅ <code>&lt;a href="resume.pdf"&gt;Download my resume&lt;/a&gt;</code></li><li>❌ <code>&lt;a href="resume.pdf"&gt;Click here&lt;/a&gt;</code></li><li>Always add <code>alt</code> text when an image is a link</li><li>Use <code>rel="noopener noreferrer"</code> with <code>target="_blank"</code></li><li>Use relative URLs for internal links — easier to maintain</li></ul><h2>🚀 Recommended Projects</h2><p>Project 1 — Multi-page Website</p><p>Build 3 HTML pages (Home, About, Contact) linked to each other using a <code>&lt;nav&gt;</code> bar. Each page should have a consistent navigation at the top.</p><p>Project 2 — Resource Hub Page</p><p>Create a categorised links page — educational websites, YouTube channels, tools. Use anchor tags with <code>target="_blank"</code> and <code>rel="noopener noreferrer"</code>. Group links under <code>&lt;h2&gt;</code> headings and use fragment links in a table of contents at the top.</p><h2>📌 Quick Recall</h2><ul><li><code>&lt;a href="..."&gt;text&lt;/a&gt;</code> = hyperlink</li><li><code>target="_blank"</code> = opens in new tab (add <code>rel="noopener noreferrer"</code>)</li><li><code>href="#id"</code> = jump to section on same page</li><li><code>href="mailto:..."</code> = email link | <code>href="tel:..."</code> = phone link</li><li><code>download</code> attribute = triggers file download</li><li>Always use descriptive link text — not "click here"</li></ul><p>← <a href="04 - Text Formatting &amp; Content" rel="noopener noreferrer" target="_blank">04 - Text Formatting &amp; Content</a> | Next → <a href="06 - Lists" rel="noopener noreferrer" target="_blank">06 - Lists</a></p><p><br></p><p><br></p>

### Page: 06 - Lists
URL: https://inside.blackboxlearning.in/docs/view/html/p/06-lists/

<h1>Chapter 6 — Lists</h1><p>Learning Outcome</p><p>Display structured data using all three types of HTML lists, including nested lists.</p><p>← <a href="05 - Links &amp; Navigation" rel="noopener noreferrer" target="_blank">05 - Links &amp; Navigation</a> | Next → <a href="07 - Semantic HTML5" rel="noopener noreferrer" target="_blank">07 - Semantic HTML5</a></p><h2>6.1 Unordered List <code>&lt;ul&gt;</code></h2><p>Used when <strong>order doesn't matter</strong> — items are equal in rank.</p><pre class="ql-syntax" spellcheck="false">&lt;ul&gt;
  &lt;li&gt;HTML&lt;/li&gt;
  &lt;li&gt;CSS&lt;/li&gt;
  &lt;li&gt;JavaScript&lt;/li&gt;
&lt;/ul&gt;
</pre><p><strong>Renders as:</strong></p><ul><li>HTML</li><li>CSS</li><li>JavaScript</li></ul><h3>Changing Bullet Style (CSS)</h3><pre class="ql-syntax" spellcheck="false">&lt;ul style="list-style-type: square;"&gt;  &lt;!-- ■ square bullets --&gt;
&lt;ul style="list-style-type: circle;"&gt;  &lt;!-- ○ circle bullets --&gt;
&lt;ul style="list-style-type: none;"&gt;    &lt;!-- no bullets (for nav menus) --&gt;
</pre><h2>6.2 Ordered List <code>&lt;ol&gt;</code></h2><p>Used when <strong>sequence matters</strong> — steps, rankings, instructions.</p><pre class="ql-syntax" spellcheck="false">&lt;ol&gt;
  &lt;li&gt;Open VS Code&lt;/li&gt;
  &lt;li&gt;Create a new file — save as index.html&lt;/li&gt;
  &lt;li&gt;Type your HTML&lt;/li&gt;
  &lt;li&gt;Open with Live Server&lt;/li&gt;
&lt;/ol&gt;
</pre><h3><code>type</code> Attribute — Numbering Style</h3><p><img 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"></p><h3><code>start</code> Attribute — Starting Number</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- Start numbering from 5 --&gt;
&lt;ol start="5"&gt;
  &lt;li&gt;Fifth item&lt;/li&gt;
  &lt;li&gt;Sixth item&lt;/li&gt;
&lt;/ol&gt;

&lt;!-- Start from C with uppercase letters --&gt;
&lt;ol type="A" start="3"&gt;
  &lt;li&gt;Option C&lt;/li&gt;
  &lt;li&gt;Option D&lt;/li&gt;
&lt;/ol&gt;

&lt;!-- Reversed list --&gt;
&lt;ol reversed&gt;
  &lt;li&gt;Gold medal&lt;/li&gt;
  &lt;li&gt;Silver medal&lt;/li&gt;
  &lt;li&gt;Bronze medal&lt;/li&gt;
&lt;/ol&gt;
</pre><h2>6.3 Description List <code>&lt;dl&gt;</code></h2><p>Used for <strong>term–definition pairs</strong> — glossaries, FAQs, dictionaries.</p><pre class="ql-syntax" spellcheck="false">&lt;dl&gt;
  &lt;dt&gt;HTML&lt;/dt&gt;
  &lt;dd&gt;HyperText Markup Language — the structure of web pages.&lt;/dd&gt;

  &lt;dt&gt;CSS&lt;/dt&gt;
  &lt;dd&gt;Cascading Style Sheets — controls styling and layout.&lt;/dd&gt;

  &lt;dt&gt;JavaScript&lt;/dt&gt;
  &lt;dd&gt;A programming language that adds interactivity.&lt;/dd&gt;
&lt;/dl&gt;
</pre><p><img 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qVlGDmNV/9EseunBx+nUV6uicsrJsS0dPvJkycB+Nd//Vf6+vp47733uHTpknG5CWbDqmvc9Z5sHJxBYPm9Ua+qwc/pS7qF77eRb8zZB2pal8dX6CooMVgXl3QXAKa7FwzKhwsKeTbdwLepZF4S9+qyTJz+adugPnHK/Tc5IP+Hc7o+dkmseFyysIqb69zHuvrVbCFaHn7b2pQJqVuV5JVRHxACNnK/qvtEbx+hhDH/cFp3EWdh2UZdKqsICvbVi8Pz/Oc4fjhyiUh+PIdryH+tJ8oAsC5O60ZgKl/JCGciEEKMm9s/+uij0D99fX38+tfRLjUnlyXZHhmgzsmk8um0GEErdP5cNwIUM2lPG58UpJD6ZDWFy6QWGc7xi7oconOWkfdkakS/rdQnq7Evuqlh3ThRWPCHkU+lUVIKqc4eYdLziXLBRXd/+F/L2gr2bNT/BmHm9ELq90d/6pcQ46XzPX0+02QyyjIj6mLzukqKH4pVO9+gWTYKqu2GB2iYyawqJl0Xs3rebSLU+/VCI2/r0mEpKXnUlqQbzh9qXaZ/Epb3+Ju0Bf9Zlk5GYrSjDpLv1Y/78OM7p/7lekd3HlJSyasrJn3QgC11Xs6uJvY8bpwhhBhOnORp7cYTjp0xLcyh6Y0G6l+qp/6lBlqbCrEpgRjdA4C3nLjP6uaaU3HUddDa1ED9Sw20tLeyJysJk0+fxkRE0/PT3ojRtElZe2htUX+Lhha1HLkaq6tGnLvQh75R3pxWQVNjvbqf7W+hpTqTJIbYzyaFh7qX9Q9IMJP6vT20tjbR8JK2rS810NTaQUtZJkmzJ7srj7jltHbTp69elxXSou2PDU2ttGy1Yb7qn5C6NRAIYE5xUHukRdv/G2hpb6EwlMsY8Hbi3KvvIOOneVszvaHb+Casa8poaW+laX/wPbRzgrZEoL+Nuipd3pkl2RQ3ttLe0kD9c2UUPllIYUkltY0t1GZZw+udPYormNLu0M7I3LGJGZQ1tdMSrGNe0rKUHNhD3nILd8YcXCyEiCVOglYPdX/TFfHEKtMcK0kLk0haaEVJ8NFdO1S/PQ/OZ+ro0uW+BFAsVpIWas98v96Ha8fbEU9LElEcq6W5y/isUfW3sJrVcmz7X7r8iFNKG3XtkQ+YUBKT1P1snhlToA+X/tbfzXKsioLqTrwRG2rBulDb1oVWLMFGoMB/3fztFdObv5n6Q4YHs2j7o9WiwICPrlcmpm4NnHSr9XqCWdv/tfo86HIPzsqqwWkO/c0UPeOkR39OMClY5g1+j8AFN1WFdYPfAzCZrSQtSSczK5PMNTaSE3XB8uUu6p5x6s5LfpoLS2g+owvfE0yYg3XMQi1LSWgQaHgxIcTIxEnQCrxVQf6zjXRd8BEIBq8DAXwXumgsyaf88DBHuN9NxcZsqg714r2qWzbgw3PMRVV+waAnC4lo/Lgr8il9tQuP/gHdA368v2pTy1HX73Wq8bxcQG5VG736ocDB7/bd+Plu/sNV5H63Ctexvsj9GeB6AF9/D52v1ZD/WAVdkXOFGHe9+8LHzaD6+dl8Koarn8dq4DQVj5XS+I4HfXUUuOql93AdpY8Zn5alc8ZF6cZsqlq66dNvN2oqLF9/D23V+WRvrgn3hw36mRv3CQ8+48NXAgH83j66W6rI3lgR5SEMvTQW5lL6opueft25DC3d2FUvfcfacJZlU/Cqbp4QYkRus1qtnxknGlksFrzeibiOnmTzimnan6ENGAjQ+9paipqMC8WfaVP+QogbMv3rgnQqD5Rhm6X+5z9WRdb2TuNCQohpaCT1W/y0tE4CJWOBboSrD2+sK3QhhBBCCBFXbp2gVclg2x/pHqB39SL/KImdhRBCCCGmhGkTtDqqW6jdmhF+opaOkphJRX0hNv2A0180IzedhBBCCCGmhmkTtHKnmeR1xTS0dqhpSrQUIw0t7bQ2FpJm0Q0X9XZS91e9+rWFEEIIIUQcmz5Bq45JS9GkpmmKTBUfuOCmoiBKihQhhBBCCBG3pk3Q2vz/1tDY2YPHF4hMMwIErvvxnu3GFSu9iRBCCCGEiGu3VsqrKUrKXwiB1AVCiGlsJPXbtGlpFUIIIYQQ05cErUIIIYQQIu5J0CqEEEIIIeKeBK1CCCGEECLujXgglhBCCCGEEBNluIFYIw5ah3sjMXGk/IUQSF0ghJjGRlK/SfcAIYQQQggR9yRoFUIIIYQQcU+CViGEEEIIEfckaBVCCCGEEHFPglYhhBBCCBH3JGgVQgghhBBxT4JWIYQQQggR9yRoFUIIIYQQcW/CHi5w++23k5CQwG233WacdUv67LPPGBgY4NNPPzXOGtZYyl8IMf1IXSCEmK5GUr9NSEtrQkICd9xxhwSsOrfddht33HEHCQkJxllCCCGEEGIY4x60BltYRXQJCQncfvu4F7sQQgghxLQ27tGTBKzDkzISQgghhBidcQ9apUvA8KSMbqKHy2g61EHHkRYqHjbOnCxWcqpb6ejooLXOgdU4e7qKi7IXIpZb9LgUYgoZ94FYJpPJOElEEQgEjJNiGk35B6XvaqVsuWKcHHY9gP+ql3O9b9P5ozbc/X7jEtOSvlz8x6rI2t5pXGQSOKjvsJMEQB+uVQU4jYvEuyfq6diQNKrtj4+yn9rGUhcMZsa2IYdvrrSxONGMMiOyzg5cDxC46uX4/8qn6lDErGluGhyXQkxhI6nfxr2lVUwRM0woFiup6XkUN7bS+lIh6XOMC00/nT8/iW8AGPBx8uc3K2hy03NGvUjwn+nBbZw9TcVH2d/azOmF1B9oofKJTGwLLYMCVgCTVjdYf984Z7q7NY9LIaYSaWm9SSatpfVqD41Vf0NvxNyZJC2xkZKSyuL5FpRgF9uAB3dVETVdt0ar60SxrinE8U0bi2f3UbuxgmkZno2hpXX82bCXPUpGymICP11LwT7j/OlnLHWBSiHtz2opW2slWEP7vb0c//lRfn6ij2vBxe5JJi0lhdTkBQR+kRV/ZbrMTtmGDFK+EuDttTdrvxNCTISR1G/S0jrtBbh0ooeeiFcXrpdrKN+SS1ZuOa5faUGqyUpGWTWOecb3EKOR9PWVaiuW6XPGWWJcpbAyPRWrWS6Uh5P8RHU4YPX30VaVTVZuEVUvu+jS1w3tzdRVlZKfG4cBK8CSlaQvsSI/uRC3pmkXtG5+sZ329nba2+vYHJr6DXb+ODjd8HoxvNQt6XI3zqdyqTnmU/83JZFZnMMQvWGFEFPJwxVUbEhSA1ZfNzW5BdR1ase7EEJMIdMuaBVj4ce9vQL3++p/pkUryZPWViGmASuF307DjNr9p21HOW7p/SOEmKKmXZ/WzS+2s/5LAOc5uLaQ/QDMJHFxku6W0jfYUrmaRIB/PcjaJ9WlJtPk9WntpmpD+Yj6VSqbamnJTcYEeNvzyf0rj3ERmJOOoyiXlSlWzDO0aQE/3rNv01BZR+dlw/IaJSUTxyY7K+ZbUILrDQTwX+7jaFM1NYejfBZgXpZD0aYMUhKN63k43dFI+Wvd6rSHK2l91oaCn+7nsij/jZ2KYjtp88wA9LWsouDlKMu9Ff6swfPMpD9eTO4q3S3oAT/e8ydxv1xN80n92V8/8jg6/Yh5h7MD+3zgvItVjhg985RUMgu+TeayxVhmmTAF+x5f9+HpPYrrxcYYWR/SqTxQhm1W+DPN6YVU5K8k2aK1oQ/48Z4Z+jcb0lj6tA4qX+MC4fLWf9/AdR/ek26c2xvpHklmjNFs0xQz6rpgeQUtu9Sg1fdOOdm7tOPlBpjTHRQ/uoLFUY7Jk4cbqW3qJmo7rnGfUVLJebqQzOXh2/0Bn4fjP6mj+o0ewnt2eH+OadBxZMa2IY9HH7Gx+B4zodPSMHXVUMelcZ6SkkPJk5ksSzSr++pAAF//cdpeNNYNRtHqFbUufLuhInoruKHsmtMKqSoIHs8+unZlU/GOcSUhppaR1G9x3NI6m2/k72TLHxunj8U1+k+f4lRP8HWNkYeMwB9vZuu3ljLbOH2a8b92mmDoaP7iCsNcUNaU0fR6GfbluoAVwKRgeSCTstebKFszOJhI3lRLU3UhGQ/oTnIACSYUSzIrvh4t1EvG/lwLLVV5pC2Mtl4StuUpuok6CRlU7nSEAlZ1mn6BkUjG8VITZdm2yD6TCQqWhWnkPddARZTvOl6UtGIa3thD4Rr1xBYKWAFmmLEuyaS4sYnaTcm6GdF8noyyJprKMsMBK9r3eCCTstfrcSzSL3+TKBmUNYXLW/99TTPMWJfbiPFriyGk/lGS2sqKl5PtNxqwasdkmV3LPKCbpR2TaZsqaWoqI2O4Q2NRHrVNe8h7KLJ/qslsJe17e2jYlXEDXZQyqTzQQuUTGaQm6gJWdHVVQ/0N9d1X67Q80uZpAStqGZjnpZFX3UBlrLrBsJ+HaHVhZlkTTWXDfPdFDqojjmcTn7u5bUVCTJq4C1pnJq5m8w4nzYeaeebRpSy6z7jETXDfg6x+bCfNh5px7tjM6sSZxiWmidN4g11bZ5gjK85FDqqL0rGYgMu9uKrzyVq1ilWrssivbqPPD5gspBdVkaNfcV4hJbnJKECg301NXharVq1i1apVZG+pwXXMg2/QFYRCxq4KHEvU023g/W4aK4Kft4qsvAqch/uirKe661sObIoHd2gbV416UMm9j1ZgXwjeY41UBLc5K5+all41bVOCmbQi/aA1JwXaZ1Ud01pZrnZTpU1btWrVyPOSLnJQXZaBdQZw3UtPSw35Wdr7ZOVTsc+tljcKybkVsU+QANYcHOkW/L9yhct+YzmNJ3R9mLfc/D7MmdsdpFtMgI+e18rJDpab9n17L/82tGzn9uA+5KJPm9Z3IFzOq6ZpK+tYLJtrUf+4epGeE8a5oxF5TPrPunGWZUceyye8BACTJZ3CGgexL6cUVnw/h+QED537gr91FvnVbjzX1SXMy3MoWh5cvpPyDdpveyD0i+PSHVuRraIW7poVPnaK9MfvYY/aYDEjiYwnMnXrjMLvrKAsNxnThc5wGejfGzO23CJsxvVIxlFTqO7nAz56dcd1Vl4NbWf9gAlLeiFVubGOSIXUpzJJ8vfQGCr/aHcthJie4iRonc3Sb22lptGFy7mV9bZEZg/VMvblR9i6t5nWQ9pgqkOtNO/byiN3GxccZwmzSbStZ6vThauxZhq2vnZx6Yr252wLy0LTrRQ+YyfJpA3keKwI52GPdvvOj+dwHQXb2vAEAFMyK78XfpaM8kiq+mSZQC+uwpqI29m+s26c2/PJ3xUZzCm5VRQuV0+OvmM1ZH+3nOau4OeBv78LV3UB2YXRQhOFpPkBumuLqAlt42gpWOcr9B0oIXd7M13BbfZ7cL9cRP4L2u1P0w2c+GLSlXWgD9czuZS+7MYT+vIeug7UUJBbQ/dVhjhBqpT7LQSO1ZD/lDNc9pe7aX62BNd59RRrWrSCnMjVJlkGy5LUk7TvnRpK9beXte9btLFUAtFRS+PeYAX1kefG8o6u24FDd0zmbqnBdTx8G9t31o3z2VxKWtXAzTQ/k4KYgZcFy5w+XM/kU3Ug+Fv78RyuIb+2WztmLaSsTjOsN3Ifn2mmdKN67PTqj9/qCtq0/V5JTsMeudrI3G/BfN5FyeaqcBn41Yvk6uAFqyWFjIci1sK6tQT7fPXCrPuFfIp0x7W/303dljLaLgQAE8kr82I8kctCUqIH145SmnXlL8St4uYGrXcvZf3TdTQfambnY6tZdI/WgjlwDe/pn/HDFxx8/xXDOl/eTN1fbmH1gtkRt2Vmz13Nlj3PcI9h8XHxyvdxvHCQdy8GIzqYec8itfXV1UDN0+tZOtEB8820PJ8ViQB+ul+JMZDjTB3uXvVkYP2qPVThLvjCaO9bWclbqfarxdtJzXb3qAPPwBk3uw+Pdi2DfjdV+yKz2wb5D+/GfUY78SUtI924wI0IlXWAvkNVOM8YF9D43ew+1Ku27FiW8c1Yj0UN9OJ+LloZenAe7dNahixYY60/Kczcqb/VLMaJic8NdfE/Ygp5/3Ox2hp/tZv6IY7J3hedHL+MGnitiN2C7zvWGH3ffutNjmtd2sz3LjbOHSEn5YWN9ETdSA/Nv9Q+YMadWteJ0fJx/DWnIfe1qrP1OOq7m7FENDXbyP9DtVb0H6unPGr91Eud+7R6TCbasMfovhCz7IS4BdyEoHUmiQ9vZue+Ztp/uJPND88Ptape+/AMR16pxPEndvJLn+fHb/WHk14DkMiWp9czP9hp/4NTHKzdxrbySva/dZ5rdy8lZUKi1mv0v7WfHU/ksPY7O9j/1in6g/HrTAuLHt7Mzh+207xvJ5sfTmTqdh5QwhcCA/8V6vcb6hd39TRvD3Ebyn1BOxkoZoKnm55fXlJPcKZkMnfnkRrrLBakZJKaqP7Z94taxtILz/ueK+ZJdaQ8JxpD/XsH89PYq82ddS+Lh/tOoxAq60AfR/fF3gIi+iArzF2aapytunCaxliFccartXIp3BWtW/GkOcq5D9W/zMsLqVg3tlBCTJRMUrVK13vizWEGdXbT8Z7WApi4mOj3IXz0/jzWkd3DxStazXO3dXwvCDX+Sx/f2MWar5eOY8aJmhMXQ92WLPfptn7JSpLmAPg5PdTT4I54tKBXwfxl40wAP+fejVV2Qkx/kx+0PvaXOJ9ez9K52n2rK/2cems/O76zFnteMXt/8gv6IyPVsNSNfE0LaPjwZ1Ru3sb+w6c41fMLDr5QyKaGPiY8YvzoXQ6+sA1Hzlpy/nw/R057uTagzpo9dynrn3byl48ZV5oqVmAJ3U68RJf2Z5JZCyJm2Sjr6KAjxqs1S2tfnXVX+NbWoUbcZ7VWyUU57DnQStMPirEvixGYpFm01g8f3t5Y0dZQAnx8aSzr6fm59N4w79H3sRYYm7GE+t7duFBZ+7xRW3IinePjq+pfyozoHVX8H58zTgo7EfwON5uHxv/VpfYVNllI29pCR0sDlY9nYB3HC4JbzxWuaX1EmXkXMS5rhjfPog2WCuDz9BjnDtL1YbC/tClGS6uPS0OMdL/078HL5RukWElem0Phk2XseamehqZW2g+10/FEauipYGNyJVw3DnaJ3wbLXG/ebK1eU7A9O7juDL1aM7W6U+GuLxreAwA/vn8xThPi1jH5QavOtX89wv4Xvs+2Fw7y7kfGuVF8LRFtWAHn//df865h9rWfHKH3PwwTJ9CVfzrI3tJinv/Ru3i1wHVKW5LKXC2tjPc3x0OTzXfeSBXfi3NLLlWH+rQBTAqWBzJwVLXQ/kYthWmG09oX79JOdEOf2GILEJjEfWC8hcr62scMHx5MH/7DFeQ/20h3sP+h2Yotu5iGA600bLcPMahHxKZrtbRYWRY9ghzeguCgzAC/1VrE41sy9l0NtB5ooPbP8sjMSid1YRJWi4JphgluRl39e3feWKAc4sd/wThNiFvH5AetH3jxai2pM7+0ms1/0Ux7s5PdI+gX+vV7gq1z1/Cdj9Yc+zP6RxL8joPZX1vP1j0NuA41s3PTUizB2+rXvHg/MCw8RdjWpmgXBT76fhoOmfzBnLLvu8nXj9iN+TKO3vbRubeA7NXZlO9z0+tVAxPTnGQyKwzpYUInFAUlRp+uuBAKrv34hmjMHK1QWd9Iy9gU5T/ZTHleFll5WlYJ7SLH+pCDaudQo9FFLEf7gjkPrSx+dIxRq++a1iJv4s4J6X41nhRy6qpxLLeiJIDf20f3YRfOXaWUPqVlE6kODvaaRL8NaF0SvLg3G+vL6K/RZjwR4lYw+UHr31eSb7ezrf4IZz7UAs/ZiTyo9QtVR+V/nWhZpT6XELxW9dI/RLegCXP3fFbn78TZ3E7zX2xm9WILM4P9cftPcfAFB3Z7PpV/b1xxClhUGBodTP9RGnR9ti5+HGz9ssQcpT4yProP1FCUm0V2lVvNNoAZW8GOcN+394L9LM3MHfvg4Rs0/Mk5PVFr879+Cc84tnzoy3r4IO3e0AAm/5VgKqCpz9+vZpXI3lBK40l1bzDNt1OyNfp4ahGb59WjqOMjTSSv2za2PqKhbiQmzNbhL6VSZ2vB8fXfRn/IwERaUkTGIhMQwNNaRFZuAeXVTlzv9NDzKy2byBdM49TqOQr9vnB3oiXGmUKIkZr8oBWAa5z6270U59mxO/ZysLufK1oLmzoqvxznj1007N3Jd75mXBfAzD2Dc99PnK99Rxs4VsfWR5eSGOw+OHCF/u6D7HXYsTu2sX/QwLEpQsmgcmcmVnXIPp0v10UMQur65UUtt+EClq3TzbgBvs4aitq1T1HuDHX74J0eLvoBTCTZ8mL0iZtoJqxfiT6ERGXjf2gpmgIXem8slZBB14mL2sC1JGybhv72yiabmhoLL73vDD1oa0ry99Bc0qil9gLz3Td1tNjU5G+k9YR2ITTLRkFV5hhGzLs53a/+ZflK5jAXrjYyv6IezYELJ3EZZ0+0ZVatLvHQ/WL0XuG25LmTH7S+c5qL1wFMLFg2VN0ihBjKTQpaw671H2H/Tgc563LY8Yqu9TVhJpYFS9EPiv7ZB8FbXTMx/354etg3SBymi8GYpC4NDxwLZTnYQc66HBw793Mk5six+GdOL6S+qRibOmSdvgNVVBlHxh7o4rQfQCH1TytjP+1GSSWvrhKHcfqotPGmlvPGtMhO9RPDtzdOBGVJToyk/QqpJYWkBUcC/0Nj7FuNJhN3GacN51Aw5Y+J5Ozq2E+rUjLYtk5NDRY4f5SmG0ocP/UpM6QVNpbO55x0a02e5mWFNNQNl8XDTPrWeiofD/7vofFtLb3anDSKh3haVfKTDpZpx0bP3zYbZ4+j4boPKSjRjp1FDvKCd5QmlYsubWBp7LoFtX75Xq2u7IUQejc9aA27wrs/UVtfjaPyQ/6pX0sHYmLRyq0Y66SZ31pN8hcME6Py4Q+O8LxnPo8Y5kY1cA3v6SO89H27luXgXcJZW+OZiXuXpJKqfz1kx1FSSUNLOy1lmaiNhgH6WsspiZqbtI26di2np9lG8ev1FG+whVts5iSR8XglDa/vIWdRZJiWvr2Bhl2F2B8KPk4SQMG6ppDqVVqg0X86orWyu7ZZO8maSNpQTdNzDjIWhtc2L0zDXlJPS92NhcexBQgEzNiK6tmjG8GuJKaRs6ueyjVaS9JZN3WHItcEOB68uJqxmMxn00fZstUdfna7KQn7803seTxDS5cDKFbSNhSrFxqz1NRYbT9wDpGea6KZUIz7l+EV2vaYHOx5o5ay3AySE3Un8zk2cnblkDoLNdXPcWOfoHD2BMvXC8lJiRUI3OL8bsp3uOjT6rxgFo+G58rIWRtZLxTuqqeptYWydUncpcvx6m+qDyXlNy8vpumlYuxp1lDwal6YgeO5JqqzrJgA3zEnu4dIjzdmoawdFlY8mTM4+D4eTBllYWV5JTmhLCVmbBvKaHjejtXvG91jvMdJ2z43fcEuUU83UV9ixxY6NswkrXVQub+JPRuTI8peCBF2m9Vq/cw40chiseD1Bls5h2aKeNDzDZqZSOKMft3gqkVs3V/Dau3RroEPTvF3b/6Ydz9UmP+NP2FjugX+v5nMnAlwnoNrC9kffjedmWx+0cX6L6n/BT46z6meM3x4HZTEB/my+TyvPvE8vwgufnciidf7Y6fiGoNAcMDNCIym/IPSd7VSttxYo8fg66Otvoy6zqF6oClklNVTmG4Z+tba5S6qNlaEcjkOux3+Xpq3FdFoTJa9yM6eP3eQOlTAc94Vfnzjw5W0PmtDwU/3c0M81nCo5fTzXnZz1ybtyVRRBLyd1BVURX/QgmJnT5Nj0AnVf6wq9ChXh7MD+3zDd9Axr6uk/kkb5qFOXtc9uJ8roqbLuBHpVB4owzYr8jMHc1DfYSdJewzqqAZ+PFFPx4aR3a4PvXfMsg9vR3QBvJ11FFQNTmqf/GdN1K4NdS7R9OEaNBhwehhLXRAyJ53i/7eIjPlDHI9B1z207cqnLpxEBJRUCp+vJHNhjINC4zvhpOJZ1+CUbaF9ZujfJ1RnXO2makO5IS9sMsWv15Jxf8RE3XGkkLGrgeJYram+bmoawFESbT8c+rgcal7Y0MeesqaM+uDjsGMZ8NFVnU2Fvm4aYdkJMZWNpH6Lo5bWKK7pA1aAM+ytPoh2wY/pvgdZX7Sb3ZXlbH54PjM/epdDZ0YSWV7jjbdPhfqfmu6ez9KHH+GRbz7CN1ITscxNjGzF/Wh8A9abbiBA4KoXz4lOGqvzycouGCZgBfDjrsolt8pF9wUfETH3QABffw/ufeVk6wJWgONH2ug+6w23bGsCPg89h+sozY0SsAKccVG6MZuqlm48vgABXat74LoPzwk3dfsm8PbjFScF362i7Vde/PrP9nnobqkiNzdGwArgd1G6zRlO34RWRldH3jbvO1ROdm4VrmN9eK9GXuCEym5jfpSAdSo6ivtwz6DfmYAf79luXFW55EYJWAF6/6qAita+UEJ3gMDV30Zd9pZ3uZMaRxbZZU7cJzz4rhsunAPqcdz5WhXZ6wwBK2of47ot2ZS+6Kan3xfjt8omO1rAOm56qfm/K2g7q/v8gQD+fw/+4n7c2/OpeKMHj/64CfjwvNNIaX45buMdvEnkP1xF7ner1OwYhvJXj2sn5bmGgFUIERLfLa0xzPxvf8JTT6xj6e9rj3IdCHDlN+9yYG8lHz7aTPl/nz1MS6tq0aPlPPWtpSTODm9z4Po1fP92kn/YVcmPJzB11US3tIoxiNkSKER8kLpACDFdjaR+m5JB65Duns3sj67EfX9TCVrjkAStIs5JXSCEmK5GUr/Fd/eAsZgCAasQQgghhBid6Re0CiGEEEKIaUeCViGEEEIIEfckaBVCCCGEEHFv3IPWzz4bdlzXLU/KSAghhBBidMY9e8Dtt9/OHXfcYZwsdD755BM+/fRT4+SYRlP+QojpS+oCIcR0NZL6bdxbWj/99FMGBm5i9uY4NzAwMKqAVQghhBBCTEDQihaYffLJJ3IbXOezzz7jk08+kYBeCCGEEGIMxr17gBh/Uv5CCKQuEEJMYyOp3yakpVUIIYQQQojxJEGrEEIIIYSIexK0CiGEEEKIuDfiPq1CCCGEEEJMlOH6tI44aB3ujcTEkfIXQiB1gRBiGhtJ/SbdA4QQQgghRNyToFUIIYQQQsQ9CVqFEEIIIUTck6BVCCGEEELEPQlahRBCCCFE3JOgVQghhBBCxD0JWoUQQgghRNybsDytt99+OwkJCdx2223GWbekzz77jIGBAT799FPjrGGNpfyFENOP1AVCiOlqJPXbhLS0JiQkcMcdd0jAqnPbbbdxxx13kJCQYJwlhBBCCCGGMe5Ba7CFVUSXkJDA7bePe7ELIYQQQkxr4x49ScA6PCkjIYQQQojRGfegVboEDE/KSAghhBBidMY9aBUirj1cRtOhDjqOtFDxsHHmZLGSU91KR0cHrXUOrMbZQsSFdCoPdKj76a5040wxKRzUd6i/Qf0TxnnipouL88mtZdyzB5hMJuMkEUUgEDBOimk05R+UvquVsuWKcXLY9QD+q17O9b5N54/acPf7jUtMS/py8R+rImt7p3GRSeCgvsNOEgB9uFYV4DQuEqeG3a9iOe9ilWOqfMv4NZq6wOHswD7fOHV44eMincoDZdhm3cxj5VYXriv6DqyiYJ9x/thkPtdK4RKFwJlmsgsbuTVq//EXH+eT6WMk9Zu0tN6qZphQLFZS0/Mobmyl9aVC0ucYF5p+On9+Et8AMODj5M9vVgXjpueMeprwn+nBbZwthBATRclj5VcUwM/pf5CA9UbEx/nk1iItrTfJpLW0Xu2hsepv6I2YO5OkJTZSUlJZPN+CEhwXFvDgriqipkuqsRthXVOI45s2Fs/uo3ZjBdOpKlMSk1nwe583TiY5ewd5S2Ltb8BvL9Jz1mecKkZpNHWBeWEqc+80ToX0J/eQkQj0uyl9cfDe+Z//do7efr+0tMaF8W9ptW5toGGdFS53Ub6xgm7jAkJjw172KBkpiwn8dO24lL0Y2kjqt2nX0rr5xXba29tpb69js3HmLSnApRM99ES8unC9XEP5llyycstx/UoLUk1WMsqqccwzvocYjaSvr8S20IJi+pxx1pTn7+817Evq61LoGiza/tYjAetN4Dsb5Xc40YM/+FsF/IPm9Zzo0QJWMT3ZyP9DtRe9990GCViHlMLK9FSsZmmIiyfTLmgd3jfY+WMtsH1Rwloud+N8KpeaY1pQYUoisziHMfRaFEIIEc/WPUrKHAAP3Qc9xrlCxL1bMGgVg/lxb6/A/b76n2nRSvKktVUIIaaVzLQFKEDgzFEaLxjnChH/4rhP62y+kf8UyR/u4KW/N86LbfOL7az/EsB5Dq4tZL9xAb7Bzh8/w9IvAP96kLVPDl5ikD/ezFbTKX74k3e5Ypw3RpPXp7Wbqg3lI+pXqWyqpSU3GRPgbc8n96+iXInPScdRlMvKFCvmGdq0gB/v2bdpqKyj87JheY2Skoljk50V8y0owfUGAvgv93G0qZqaw1E+CzAvy6FoUwYpicb1PJzuaKT8Ne0G18OVtD5rQ8FP93NZlP/GTkWxnbR5ZgD6WlZR8HKU5d4Kf9bgeWbSHy8md5XuFtGAH+/5k7hfrqb5pP42qj4jQHT6foGhkd1DjapXUsks+DaZyxZjmWXCFOx7fN2Hp/corhcbY2R9GNwX0ZxeSEX+SpItWhv6gB/vmaF/s9EY+f4WrUzV/eDthgrqOqN0I3iino4NSaFMC81phVQVBL+Lj65d2VS8M3g555x0CsvzWblI67cd5TsrKTmUPJnJskSzWr4DAXz9x2l70fj7xoex1AVGI9r3YIT70QjLa4z1RjShfS3QS+PaIpqNCwCpZU3sSbcMsUwqZU17SLfE6K87Jx1HUTYrkq1YZoXPaYGrXjwn3TTWN9MdbZuNdUiseihEIXVjCY4/TsE6Rwntg+HjwT5+fVqVPGpbckg2+enZm0XpIeMCIzH27R3Zfjd4n4smdD5ZaEEJ/jzXfXiOt1H3QjM9MXZFc7qD4m+vJPU+M6FQJRDA90EP7pfLaTw+kgwpuowvxt9bfz7RMac7KH50BYujnMdOHm6ktqmbKDVflPc3k761gvw/SiZ4COL30vvTBir2dkZ/jylkJPVb3LW0zkxczeYdTpoPNfPMo0tZdJ9xiZvgvgdZ/dhOmg8149yxmdWJM41LTAv+104TDB3NX1xhmAvKmjKaXi/Dvlx34gEwKVgeyKTs9SbK1gw+2JM31dJUXUjGA7oDFiDBhGJJZsXXo4V6ydifa6GlKo+0hdHWS8K2PEU3USchg8qdjtCJQp2mX2AkknG81ERZti2yT1OCgmVhGnnPNVAR5buOFyWtmIY39lC4Rg3uQgErwAwz1iWZFDc2UbspWTcjms+TUdZEU1lmONBA+x4PZFL2ej2ORfrlJ5CSQVlTtDJV94PMsiaayjKG7pqyyEF1xHcx8blo18mLHNS/XkbmA7qBhsHv/NeVZCiQnL2Hhuo80uZpASvqtpjnpZH3XD1ly3Xvd8uLtR9p5VVVHXM/Gmu9EUvnz0+rI95NSaRsMM4FsJL+Bxb1z1jLzEsn2YI6gt4w6js5ew8tTWXYlydFBKwAplkWkh7Ko3Ik2zxcPaSkUvhSC3u+l0aSRQsA0R8PDdTmDvMZo2D93gqSTcDlk7w5loB1krc3lojzif7nmWHG+lAee5pqyRu0Lyra/mvHNk8XsAKYTJjn2bAt0U0bN9p5rMyujnOIch5L21RJU1MZGcMVXYJWf67TBawAioXkdWU0OR0MdzaYDuIkaJ3N0m9tpabRhcu5lfW2RGYPFWR8+RG27m2m9ZDWN/VQK837tvLI3cYFNek7cbUHB2hprawAX1qvTYt8uXZ8w/AGmoTZJNrWs9XpwtVYw9ZvLWW2cZkp7TTeYNfWGebI4GGRg+qidCwm4HIvrup8slatYtWqLPKr2+jzAyYL6UVV5OhXnFdISW6yekuq301NXharVq1i1apVZG+pwXXMg29Qo7NCxq4KHEvUyj7wfjeNFcHPW0VWXgXOw31R1lPd9S0HNsWDO7SNo2+huPfRCuwLwXuskYrgNmflU9PSq6Y4STCTVqQftOakQPusqmPaZf7Vbqq0aatWrYrZajDIIgfVZRlYZwDXvfS01JCfpb1PVj4V+9xqeaOQnFtB5VAnT2sOjnQL/l+5wmW/sZzGE7o+zFsmow9zMo6aQtItJhjw0av7Tll5NbSd9QMmLOmFVMU88SmkPpVJkr+HxrJsrVyjtW5YWLnTjtXXTWOJ7juf1L6z2YZj9x6KNqVivq7bT7LyqTnUpwZECRbSHy+UBz8EaftR4Gxb5H50zEsAbT96KsqDMsZabwzlrZOcuw5gYkFKlIcezLOTen/wn+jLKBkLsABcP8dJ3f6jrKmk4vFUzAnA1T7c+8rJDh7DGwuoaenBGwhuc+xAnWHrIYWc3ZVkLjQBAbwndMfnqmzK93Xiua6Q/O2Vg8t0TMIDsDz/OJYBWJO9vdEpayqpCJ5PLnTiDNUD2ZS/1q3+NkoyOeVl2PQrrtuBI92CCfCdbKR8Y7BeziK/won7Vz5+O6Au2rk9+L1c9Gmr9x0I1+OrRpxXO/I85j/r1m2vdv47oR4/Jks6hTVDB51zNzpIn+OPqDuzyxrp0Vr8TfMzKYhZd04fNzdovXsp65+uo/lQMzsfW82ie7QWzIFreE//jB++4OD7rxjW+fJm6v5yC6sXzI640ps9dzVb9jzDPYbFx8Ur38fxwkHevRjuHDDznkVq66urgZqn17M0VsA8pXRxKfgVZ1tYFppupfAZO0kmwNdNzWNFOA97tPx+fjyH6yjY1oYnAJiSWfm9cLWlPJKqVmKBXlyFNRG3s31n3Ti355O/KzKYU3KrKFyuHui+YzVkf7ec5q7g54G/vwtXdQHZhdGqDoWk+QG6a4uoCW3jaClY5yv0HSghd3szXcFt9ntwv1xE/gvarRxTEhlPZBrWvVG6sg704Xoml9KX3XhCX95D14EaCnJr6L4KYMaWWxRZQeso91sIHKsh/ylnuOwvd9P8bAmu82rUb1q0gpzI1caddWsJ9vkmwEf3C/kU6b6Tv99N3ZYy2i4EABPJK/NinPgsJCV6cO0opfn4UDfCFMwJ3dQVlIdvWV/uprkk3G9bWZRKksmL+5n88H7i9+DeW0DjCW2dxMXDt37cIoL7Ue6Wusj9aHsZbcH9aH6qobzGXm8MzcXJC+pnKlatftEJBqR+rxoQKF/8Q1INy2TMV9cKXDiJKzQ1kx0FNsxo2/vdAmoO6G7bXu7D/XIpucXBbR7qgm+YemjdDuyL1OY+7ztVFDyrOz7x0X2givxnXPRhItqNhFELDsAK9HL01ehdsYak397D5RO/vVGFf5/AeRclm6twheoBH91N5RTUdqtlbVnGo+vCa2YsV/vycrmLmhJ91w4/ni4XNU9lUxrRbWMcrNuBQ3cey91So9te7fz3bC4lrR41cB0y6FSw3B8YVHf6jjdTus1Fn3rlSPJ/n+ia/Oa7CUHrTBIf3szOfc20/3Anmx+eH2pVvfbhGY68UonjT+zklz7Pj9/q51rEuolseXo987WjIvDBKQ7WbmNbeSX73zrPtbuXkhItau3ez5+Xb2Nb+Ta2lf+QU/+hTe8/ok2LfP15w7uGN7hG/1v72fFEDmu/s4P9b52iPxjczbSw6OHN7PxhO837drL54USmXeeB5fmsSATw0/1KOe5BNTBwpg53r3oisX7VHjqRLPjCaKswK3kr1X61eDup2e4eXOEPI3DGze7Do13LoN9N1b5B2UYB8B/ejfuMdtJMWsbgdpwbECrrAH2HqnCeMS6g8bvZfahXbeWyLOObsR4hGOjF/Vy0MvTgPNqnro8Fa6z1x0W4lcd/rJ7yqL9NL3Xu0+r2JNqwxxgI6DvWGLtMdDw/d0bZT3txvhs+YftPuKiJ8l5tx8+Fy0W6CKhGuh/py+sG6o3htJ3QPvP+BYMuLDKTrUCAcx09asBpsbIsYpl0Ur6o1kue3rbQVGXTShYrDL29qNvs1LKtmBatiNlCHLseUsj7n4tDQVTdrq4o5QqccVJ1ZAwB5iDhzwv0HqUx6ocNxbC91T0TvL3RhX6fQB9tu52Dc0ED/sNOjr4PoLD4IXtouvnO0Z6HbpSuzK52Uz/Eeaz3RSfHL6MGnStiXQQNsT9dcHJUu3DkHuv4no/i0OQHrY/9Jc6n17N0rnZj/Uo/p97az47vrMWeV8zen/yC/shINSx1I19L1P7+8GdUbt7G/sOnONXzCw6+UMimhj6iRozX+jnTc4pTPac41aPdzgL4r2vatMjXmZgbAHz0Lgdf2IYjZy05f76fI6e9XNNuK8yeu5T1Tzv5y8eMK00Vun5KA/8VKqfUP0pSWx+unubtQbdiw9wXtA7UipnF2rSeX17S+p8lk7k7j9RYR2SQkkmq9hv3/aJ2DLexwPueK2YFMVKeE42h/r2D+Wns1ebOulc70Y2PUFkH+ji6L/YWgL4PssLcpca2JM2F07FPUme8WiuSwl3RuhWPlyUrSZoD0foPRjjiQd2DFMxfNs4E8HPu3ZHsET48J6OXnf89bX8kgOeX4YAlwolJKpepZAz70Y3UG8Pxvxnc960sztLPycE23wSBPk6+1kmvN8oyS/6QubMAPJzWRaaZS5K0i+XjvDnE9gJ0/7xX+87Gzw+LXQ9lkDxPa7X8ZduQdZynq087Jm6AYid1vkk9/t4JtyuP3CRvbwyh36e/h+aYmQ889L6vlrrpdy2hAPBon7ZVc5ZRuD1T3S8nVKZW5uA98eYQA1MBuul4T2uBTVxMrHt3nl/GfnpZ7yVt/Vl3scA4c5qZ/KBV59q/HmH/C99n2wsHefcj49wovpao9kMCzv/vv2ZQe+hPjtAbbEWdBFf+6SB7S4t5/kfv4tUC16ltBZZgJ92PLtGl/Zlk1g7xWTbKOjroiPFqzdLaSWbdFW4xOdSI+6zWKrkohz0HWmn6QTH2ZTGqjTSLVqH48PbGOkSHEuDjS2NZT8/PpfeGeY++j7UKxIxlHFvjQmXt80ZtSYh0jo+vqn8pM6L3rvZ/fM44KexE8DtMsHmztd9Uwfbs4P0m9GrN1PYbhbu+aHgPAPz4/sU4LRofl94xTjMK8NsPjdM0F/yTUy5TyFj2oxuqN4bjd3PufQATSSnhFjU2pJBkgsD5Htro4R9/7R+0jLI8ST2PvH+atlDwY8Wi3RUKXLlIT2jpGN65pAWtJkxRnjo2ZD2kWLhLG5Dj/2iYT4pRtqNx4wOwJnd7owv/Psy30xplPwq+ioPN6roubp5XXXRprZmWhwppOdJCwy4HGYnj2OKgN8+COtY0gM8zTJkBXR8GxxiYYrS0+vn418ZpYT1XJqbU49HkB60fePFqDZkzv7SazX/RTHuzk90j6Bf69XuCgc41fOejtYb+jP6RBL/jYPbX1rN1TwOuQ83s3LQUS7CF8poX7weGhaeKJalaCwR4f3M8NPnGbq304tySS9WhPm0Ak4LlgQwcVS20v1FLYZrhEP3iXdpBO5LAI5oAgUm8cBlvobK+9vHwJ86p4vfuHKd+bn78MVtYRLy5sXpjOB4631Nbz0zWxaRpU9NTFmACPL1qK2fnSbWrh+mLKaHbpplaZgHve526uylJmLWqKPDvl0JTx26Iemh58MJ86EBkfNzoAKzJ3t5Ywr/PmPjdVDxWSuMxD35tIK11uZ3ixlZa91dgH2JA3ZgsCA5kHuLiWIzJ5Aetf19Jvt3OtvojnPlQCzxnJ/Kg1i9UHZX/daJllfpcQrAS9NI/dHv7xLh7Pqvzd+Jsbqf5LzazerGFmcH+uP2nOPiCA7s9n8pR5JWNJ7a1KVpLto++n4ZDJn8wp+z7bvJDIyiHehlHV/ro3FtA9upsyve56fVqt2/mJJNZ0RA5+j3UYq2gxOjXGBdCwbUf3xCNUKMVKuuZdw0aPDJl/TagdTXx4t5s3Feiv0ab7UHEnxuvN4bW89M+tbXTnIRtHkA6K5OVyNv+B06qg1RmzSV1HoCdlHnqrfKL7+ovC69w7br6l+l379VNnwCBYNcrE6ZgJptYlBsc2HSjA7DQb68hZVc0N7q9MYV/n8BJZ5R9J8rLmC/a30Pz9nyyNuRT09KNR2vcVOal4agZ59R/vmtai7OJO6ONsxFjNvlBKwDXOPW3eynOs2N37OVgdz9XtGBFHZVfjvPHLhr27uQ7XzOuC2DmnsFpRCfO176jDRyrY+ujS0kM3okduEJ/90H2OuzYHdvYP2jg2BSyqDA00pH+ozQcC8+6+LF2AjBbYo5SHxkf3QdqKMrNIrvKrY7AxYytYEe4H897wf5xZuYGm08m3fAVTXqi1lHl+iU849j6py/rodKfqO7lzuBtuyvB5CxxqN8X7koxIbkQRTwav3ojhmM/59xVAAsLMpRwX9WI2/5tnO7XLfPQYubOGJzqCnr4WGsZNc2eO/wF45LgRWuA3/6bceYwdF0L7p07TIeIUHepsQgPBvL/8u3YfZKHE9pehbnJY9/e0EXM7HtDLeODheu0SLrfZ4515N1IovF7cL9cTn52FqWvaoP1TEnYnxnHFHehbhImzNZh9yZSZ2sNN9d/O+UfEDDRblLQGnat/wj7dzrIWZfDjld0ra8JM7EsWIp+fMnPPgh28Z6J+ffD08O+QeIwXQwi/M5MguO6hpS6NDxwLJTlYAc563Jw7NzPkaEGbk0FSgaVOzOxmgC8dL5cFzEIqeuXF9Ur7RkLWKZLI3IjfJ01FLVrn6LcGeqrzDs9XPSj9kOz5cXo3zPRTFi/Eqs7PICN/5GknbIu9OI2zr4BXScuagPXkrBtGvrbK5tsajohvPS+M8ZWlMnwzmkuBvNqLhuqXMV0MhH1RqROTv5aDYSsyZlYH0rGMui2vx+31o3AmpyJdYk6OCwy1ZXK/Z62liWFzGH6qYfuSgX6OHnAOHc4x/FopzLLV4L9uKPL/CNtBPpYzMtjxSIT4ONka4xBhyMyPtt76d+1oFUxM9c4M2hdinYeGswdHEx1/2Iyx+UunJ+eN0ppPK5F81+wDPlEw9FxaxdLapkNfdFmI/Mr6hkw2n4pIt30oDXsCu/+RG19NY7KD/mnfm1koolFK7dibM2f+a3VJA93u0V3m4H7HmR91FHKUQxcw3v6CC99365lORi/R7reTOb0QuqbirGpQ9bpO1BFla6VFYADXZz2Ayik/qn6NKGolFTy6ipxGKePShtvHtd+5UV2qp8Yvr1xIihLcmIk7VdILSkkLTga/h9ij+jEZOIu47ThHHoT9eubSM4eInm5ksG2dWpqsMD5ozSdMC4QT1x0aYPqYpcratl+r5bKx43TxZQ0CfWG66Sa+sp0XwqOP7CoF3BHInuDe97pxQuY7kvGkWRR67nuwQ929bz6Nmr2LTNpTw+xvbq7Uv4TrVEeETucHt4OjRbPoCxGHaesqSRnSayNGF7qt21qgPl+d8Sds9Ebn+3tfE/NR4opiZVPRnuPZIofTY0Z9HoOdocyRmRsGyIR/5xMKn5QNq6pn5QZQ4Xq0XhofFtLSTgnjeJdsZ/0l/ykg2Xa+aTnb0e/N91q4ihoDVNH5edj/xMHz/9EN6PnEKeCg5zuW83u/bvZvOZBHkz9OuufruO1/CSGvz9/ip+eDYabFlbvceGsfIYtBVvYUrCFrTtqqPuLzTyoX+Unz2u5Y/fyd/887AfEGRP3LkklVf96yI6jpJKGlnZayjJRGw0D9LWWUxI1N2kbde1aXkSzjeLX6yneoCXhBpiTRMbjlTS8voecRZFhWvr2Bhp2FWJ/SEt/A4CCdU0h1au0iqD/dERrZXdtM93qPRuSNlTT9JyDjIXhtc0L07CX1NNSN5bT3EgECATM2Irq2fN4BlattlES08jZVU/lGu2q+KybuiijcY8H7wjMWEzms+kxb5dF1x1+DrUpCfvzTex5PENLGQUoVtI2FKsXGrPUlp62HziHSM8VH9r2ubUE2GZsTzdRX2LHFvxOmEla66ByfxN7NiZz13D95sQUMfZ6Y8SaurU+q4tJvQ+4epF/NF7AnfhHLl4FZqVq6fQ8nG41LAPgb6b+kHF700LHv7q9e2iq0e5K+bpxPje2wRXdL7RpAbJaxzWU6Y4HxUrG1nqanrahnB9rCqlw653n/7huuH7ofsFFT/AOmHF75ySNbHub3tYuYkxYs6qo3xquW83LcqhsqiZjjh9/sFHJ6EIdTV1ax4r5dqpf34NjjTUUDCqJadhLamlpKCTNMCjGUd1CbVkOGQ+El1cfzFJJToo6xd933JCaKpydxfL1wtByI+Vvqg89eMO8vJiml4qxp4U/37wwA8dzTVRnWdUndR1zsnuYVGsiToPWkGv9hmwAZ9hbfZBgHl3TfQ+yvmg3uyvL2fzwfGZ+9C6HzgwfVL5b+0PeDcatCTNJTP0Gj3zzER755iOsti1i/uL5zNev8FF/7Nyx8W5WKnnP7WGP/rXdgX2N7vnvvj7aqnIpeDFG0mjA83IJdZ1ajttZSWQ8UUlLMM3IG/UUZ9uwzgIue4kYl2QyY12eiWN7fXj5jlYaSrRg2d9L8/OR3RHwuynf4dQeT2fCssRO8UstoZQmLS9V4FiTpKUUmQgBel5z0YeF1OxiGlq11DyNFeQtVx8FGPB2UvdM9GDR/6O3QxW85eGy0Pdu3TWya3//4XIK9nar2RZmqNtQ/4ZWdq0NVDyRoZbddQ/uqpIRJdu/6S44KantVB+zmKCQtMZBZfA7dbRQ/2d2bPMUGPDhjePuuWJ0xlxvjFiwz6oJ04xogQe6bgTqMrx/LuaDA3r3lVDeqgWus5LIeKIidPyr25uqPZK2B+eOIR5AMBx/M2XB4wET1nTd8dDaQPG6JJSr3dQVx66ThzQeA7D0/C52VgfHIRi294360PY6/5+htreNnT8KzldIWheuW1uq8rBZAvS2NHNaO79H01lRQfMZ9R1M96diL2kIpb9qbazAsSYZ8wwIfOgJPYIVgDvNJKfnUfyD8PIdHS1UbrJhMan1uXOXsQtFJ82/0ELwWankVbdq69WP8K5AL87ictqCKR8XZuCoCH9+y0vF2Jdoj5Y94aRiiAcQiLD4Dlqj+Zf9fP/Pf8gvLl4hEOw+MBDgysVfsP+55zkf7Ow9lGtH2PH4Nn549Dze/zAsPxAgQKxcadPEQIDAVS+eE500VueTlV1AXedw3b/9uKtyya1y0X3BR0QxDwTw9feoz+neWBFx0jh+pI3us95BV88Bn4eew3WU5hbRGC3oOuOidGM2VS3deHyB8G8NBK778JxwU7dvAm+lXHFS8N0q2n7lVVOkaAI+D90tVeTmVsU+YfldlG5z0q17ZC0DAXxXR96hxHeonOzcKlzH+vBejdxHQ2W3MZ+arlgbEX/8h6vI/W4VrmMefNejfScn5bnZVEhrwzQytnpj5MJ9ViHAuePGwEMV7EbAoD6vRn56Xiwgu6QO9wkPPn29NRDA7+2ju6WK7I2luKLVW6MQPB7afuXFry8Xv5e+dxopzR9rUDxOA7AM/F015H+3irYTHnz67b3uw6Ntb1vo8ajR+Q+Ukl/VRq/XH3H+9nt7aavKp+i1jw1rGPXSWJhL6YtqFhr9eYGAH+/ZblzV+WRviWxQOPp3bnr6B+9/wd8zVn3e+1cFVLT2RXzfwNXfjjy49PdQtyWb0he1z4+2vVXZZD/rGkFebgFwm9Vq/cw40chiseD1xmz0j2AyTVjz18jcPZvZH12J+/6mgZEE15rRlL+4AQ9X0vqsDQU/3c9lUS7Bk4gzUheIYc0rpGF/JlZ8dG3PpuKG+rOOloP6DjtJQN8BSV0nRmck9dvUa2kdzhQIWIUQQoiJYPvTFeoALEPqQiGmg+kXtAohhBC3pEweXWIGAvS+0zhENwghpiYJWoUQQohpoY3SrFWsWrWWotdG3PNSiClDglYhhBBCCBH3JGgVQgghhBBxb9yD1s8+GzYZwS1PykgIIYQQYnTGPeXV7bffzh133GGcLHQ++eQTPv30U+PkmEZT/kKI6UvqAiHEdDWS+m3cW1o//fRTBgb0GXSF3sDAwKgCViGEEEIIMQFBK1pg9sknn8htcJ3PPvuMTz75RAJ6IYQQQogxGPfuAWL8SfkLIZC6QAgxjY2kfpuQllYhhBBCCCHGkwStQgghhBAi7knQKoQQQggh4t6I+7QKIYQQQggxUYbr0zrioHW4NxITR8pfCIHUBUKIaWwk9Zt0DxBCCCGEEHFPglYhhBBCCBH3JGgVQgghhBBxT4JWIYQQQggR9yRoFUIIIYQQcU+CViGEEEIIEfckaBVCCCGEEHFvwvK03n777SQkJHDbbbcZZ92SPvvsMwYGBvj000+Ns4Y1lvIXQkw/UhcIIaarkdRvE9LSmpCQwB133CEBq85tt93GHXfcQUJCgnGWEEIIIYQYxrgHrcEWVhFdQkICt98+7sUuhBBCCDGtjXv0JAHr8KSMhBBCCCFGZ9yDVukSMDwpIyGEEEKI0Rn3oFWIuPZwGU2HOug40kLFw8aZk8VKTnUrHR0dtNY5sBpni/gy1D7zcCWtHR10dLRSaZw35aVTeaBD3U93pRtnThnpu9RjreNAJRPzLcykb62lqVUtq46ODlq2p034cW7N3UPrkQ46WmtxzDPOHYl0yl5v17Z3YkpGiPEmQes0FaqoY70OtdPa1MCeshwyEhXj6tNW+v9YhmUGkGAm5X/crIo6gxUpapkri1LJMM6eCp6oH7xP6V/t7bS3NFC7qxD7MrNx7SklPvaZ0XM4o/wuI3hN5QB18iXjeKmJsnXJWHTVqMlkmvDjPGNFKkoCoCSTOpY3f3gly+43AWBOWTlBAf1NMq+Qho4OOjpaqFhunCmmMglab1UzTCgWK6npeRQ3ttL6UiHpc4wLTT+dPz+JbwAY8HHy553G2ZPETc8ZPwD+Mz24jbOnA5MJk9lK8vJMHFUttL9eSY52Ap9q4mOfEfFI2VRA5kITEMBzuIb8rFWsWrWKrO2dE36cu0/04h8A/L30jOXN33qbk5fVP30n32Y67dm2P12htmz3H6XhmHGumMrGPU+reoUphhMIBIyTYhpN+Qel72qlbLkCV3torPobeiPmziRpiY2UlFQWz7eoV+sAAQ/uqiJqutSKVoyNdU0hjm/aWDy7j9qNFdPqZBDyRD0dG5IAD+5n6wZ9R8uiNFK/kkpKihVzaNyhj56XKyhtidwbx8NNK/OHK2l91oaCn+7nsih/y7jA+BpNXWBemMrcO41TIf3JPWQkAv1uSl8cXFL/+W/n6O33a90DyrDNAv+xKi0Qm3rCdWE3VRvKx3XfcLzUgX0hcLmL8o0VdBsXuGmsZDzpIPMPF2PuqyW7Yjy/dbzLZE9rIalKgN6mbIpek/PZVDGS+m3atbRufrGd9vZ22tvr2GycOaTN1LVr6744ujXjW4BLJ3roiXh14Xq5hvItuWTlluP6lXZQm6xklFWPsX+UCEr6+kpsCy0ops8ZZ01DAfyD9q8e3E11VD2bT/aGfOre8aJeoplJfbxicL/QcXBrlfnI+M4O/l16TvTgD14vB/yD5vWc6NECVjE8hWAbTeCjc3EUsAIkkfZHNpIsCqZbLFmNsmklixXg+mmOSsA67Uy7oFWM0uVunE/lUnPMp/5vSiKzOIepeSNXxB2/h7ZduZQc6AsFrmnfLcNmXE6IKWcZltnqX4F/v2ScKW4KK3kPJWMC/L1duIyzxZQnQasA/Li3V+B+X/3PtGgledLaKsZR774SGk9qrR6WZTy6zriEEELcoHmZpCYC+DjZ2macK6aBOO7TOptv5D9F8oc7eOnvjfNi2/xiO+u/BHCeg2sL2W9cIKbN1LWvZz7Avx5k7ZO6Nf94M1tNp/jhT97lim6NGzF5fVpH3o9L2VRLS656leptzyf3rzzGRWBOOo6iXFamWDHP0KYF/HjPvk1DZR2dWsd+IyUlE8cmOyvmW1CC6w0E8F/u42hTNTWHo3wWYF6WQ9GmDFISjet5ON3RSPlr2k05Y9/C39ipKLaTNk8dud7XsoqCl6Msp++DOGiemfTHi8ldlYrVrO3XA36850/ifrma5mAQBoCD+g47SbopRvp+gQ5nB/b5wHkXqxxO46IqJZXMgm+TuWwxllmm8G2+6z48vUdxvdiIO+qt3MF9Ec3phVTkryQ5OMR5wI/3zNC/2ZBCfVr7cK0qIMY3iLS8gpZdaZiBwEkna0uitYNEK3N1P3m7oYK6Tu2OAIy6zAGYY8P+3UfJMJRp4KqXvp83ULG3E/0nQLT9YoTzIOL7RHzedR/ek26c2xtHdVt5LHWB0Yj2PRjhfhTA13+ctheNx4PBGOuNEZmTTmFJLiuSde993YfneBt1LzQz+9nh68JQ/bTQghI8heneo0f/1UL7fizhYyJ2WY+kbIc5RqMdg8Num34/HbwNUc1Jx1GUzYpkK5ZZ4fN74KoXz0k3jfXNdEfbvijvP+rvOEq27S1UPmSG/jby8+qIflaJTUnMIOfxzMHf1efh+E/qqH6jh0F7+aA6wEz61gry/0iXUcLvpfenMeoXjTndQfG3V5J6nznU7YRAAN8HPbhfLqfxuO68HuilcW0RzYb3AEgta2JPumWIZVIpa9pDuiX67z6qYwGi/M5e7NtLsKdp4xnOuli1Zah6Jmwk9VvctbTOTFzN5h1Omg8188yjS1l0n3GJm+C+B1n92E6aDzXj3LGZ1YkzjUtMC/7XTocOcvMXVxjmgrKmjKbXy7Av150cAEwKlgcyKXu9ibI1gzsWJG+qpam6kIwHdIEnQIIJxZLMiq9Hq2STsT/XQktVHmkLo62XhG15im6iTkIGlTsdoYBVnaZfYCS0VDbZtnDwBJCgYFmYRt5zDVRE+a7jRUkrpuGNPRSuUYO3iH5pM8xYl2RS3NhE7aZk3YxoPk9GWRNNZZnhEwXa93ggk7LX63Es0i8/gY510BvshWJZQKpxvpJBWVO0Mlf3k8yyJprKMsbedWVdJa1NlTiilKlploXkdWU0vTSO+TQN3yfi82aYsS63EWMPjkOx9iMT5nlp5FVVx9yPxlpvjIR5XSUtTWVkLjG89wwz1ofyqKwvY4FucjQR9ZO+zUV7jz1NteTF+G7jI1bZ3oRj1CA5ew8tTWXYlydFBHFox0zSQ3lUjuj3m4zvmMmjS8xAgN53GkcdsKY+2UBLY3H072q2kva9PTQMl882QTvmDSnQULT6xelgcI2taGVjxzZPF7CiZmExz7NhW6L+2/nz02rQbEoiZYNuuRAr6X9gUf+Mtcy8dJItAH5OG7Kh3Pix8HkydlXgeEg3AHfU596hxUnQOpul39pKTaMLl3Mr622JzB7qi375Ebbubab1kDZw6lArzfu28sjdxgUHW/THW6lrbtUGa7XT3tqM8+lH0LomDS1hNom29Wx1unA11rD1W0tHtt6UcRpvMKiYYY4MDhY5qC5Kx2ICLvfiqs4na9UqVq3KIr+6jT4/YLKQXlRFjn7FeYWU5CajAIF+NzV5WaxapaaFyd5Sg+uYB9+gRmdF3fGXqEFn4P1uGiuCn7eKrLwKnIf7oqynuutbDmyKB3doG1dRsM+41NDufbQC+0LwHmukIrjNWfnUtPSq6Y8SzKQV6QetOSnQPqvqmHYperWbKm1aOA3OCCxyUF2WgXUGcN1LT0s4lc6qrHwq9rnV8kYhObeCyqFOGNYcHOkW/L9yhct+YzmNJ3R9mLdMVh/mLi59pP05YyZa1apJxlFTSLrFBAM+enXfOSuvhrazfsCEJb2Qqtzg1o6yzH//LpQECLzfg+uviiLe392v7kymhRkUjlPXhcztDvX74KPntXKyg9ul/Ya9l39rXCV+aftR4Gxb5H50TBtkZ0oi86koAf9Y642RWF5G7VabenL09+HeFy7jrLwaXL/yYbKkk7kkMgDRU9ZUUhGsny504izL1vadbMpf68YbAJRkcsp1/bD3FWjLVNF9VZ3kP1YV2udWjfTOQ9B4HqPDblu0uwHRKWsqqXg8VS3fq5Hlu2pjATUtPWr5mCykF8W+aIFx/o4xhAZg+U/z9hgGYM2+x6z2hT3rxrmrIPRds8sa6dE20/xQLoVDdJ2bu9FB+hx/RP2VXdZIj9aKbJqfSUGo/tKs24Ej3YIJ8J1spHxj+LfKr3Di/pWP3w5oy751knPXAUwsSIkSQM+zk3p/8J/oyygZC9S69/o5Tur2hTEdC0a/l4ljuRKR/m3ouzmjd3OD1ruXsv7pOpoPNbPzsdUsukdrwRy4hvf0z/jhCw6+/4phnS9vpu4vt7B6wexwy0WCidlzV7NlzzPcY1hcb9Fjdez+v1czf7auEjPNJvHhLdQ8M8Sar3wfxwsHefdiuHPAzHsWqa2vrgZqnl7P0hEEzPGvi0vBrzjbwrLQdCuFz9hJMgG+bmoeK8J52KPdJvHjOVxHwbY2PAHAlMzK74VPXcojqeqJLNCLq7Am4na276wb5/Z88ncZbk/kVlG4XA1YfcdqyP5uOc1dwc8Df38XruoCsgujHQwKSfMDdNcWURPaxtFSsM5X6DtQQu72ZrqC2+z34H65iPwXutVbPKYkMp7INKx7o3RlHejD9UwupS+78YS+vIeuAzUU5NZoJyUzttyimJWIcr+FwLEa8p9yhsv+cjfNz5bgOq8FaotWkBO52oQ597G2DbPuighwrFtLsM9XA7zuF/Ip0n1nf7+bui1ltF0IACaSV+YNDo5GYuBjet8oJfu7pTjbeyPev2ZnG30BAIXFD9kNK45FBsuS1JOT750aSpu0fYbwb1i0sXR0wc1NFNyPcrfURe5H28toC+5H81PJiDgfj73eGJ6VwsfT1ZNvoJfmxwqoORAuY3+/G+dT+dQc8w3RZS2THQU2tbvKeRclm6twHQ++g4/upnIKarvV7Z3AftjxdoyqwmWDr5ua70aWL5f7cL9cSm5x8PcbOuic+O8YHoDlO/EmY+rN6vfQtTebrC01uN7pC31X3/FmSl/R9gOs2NbH2k8VLPcHBtVfvuPNlG5zafWLieT/HvktM5YvUMvtchc1JfquFn48XS5qnsqm9OXgNBcnL6jlpVi1c6tOMCD1e9WLSeWLfzjojlbGfHWtwIWTuoFq43MsKPOTCByro6had84aZzchaJ1J4sOb2bmvmfYf7mTzw/NDrarXPjzDkVcqcfyJnfzS5/nxW/1ci1g3kS1Pr2e+VgcFPjjFwdptbCuvZP9b57l291JSYsWec7fw1Lfmo64awNtzkL3l29i2ez9Hzl3DsjTF0PKjd43+t/az44kc1n5nB/vfOkV/MLibaWHRw5vZ+cN2mvftZPPDiUy7zgPL81mRCOCn+5Vy3NF2xjN1uHvVg8n6VXvoYFrwhVgnjFis5K1UKx+8ndRsd4868AyccbP78GjXMuh3U7Uvej5R/+HduM9oFUfSsvF9kkyorAP0HarCeca4gMbvZvehXrWVy7KMb8ZKIxXoxf1ctDL04DwaHNFvwRpr/UlhI/8P1T3Gf6ye8qi/XS917tPq9ibasA/R2hHTy+UUvRqlTxrAhWZOf6D+abpzPJ7gZeZO/e3qqW6k+5H+6UM3UG8MS3ec9LaU0Ri1P6Qf9/ZoffBUoZa5QB9tu52GXNYq/2EnR99nHC9mohhp2U7iMRoqm6F+O9Tfz6llnjEtWhG7tXyiv2Nof/DS/aPR9BIP63yuiIpDMXqcvtXFaa3lWpkdrTubKua554KTo1pwzj3WiHOG+c7RnSPbTmjldf8Cw0UiZCZbgQDnOnrUoNtiZVnEMumkfFH9PE9vOLQft2Mh5u88fiY/aH3sL3E+vZ6lc7Ub61f6OfXWfnZ8Zy32vGL2/uQX9EdGqmGpG/laovb3hz+jcvM29h8+xameX3DwhUI2NfQRK2J88P/6GsFVvT+rJL98P0d6TnHq6EH2bt3E/vMxV4300bscfGEbjpy15Pz5fo6c9nJNa7qfPXcp65928pePGVeaKnQ5/Qb+S6tIIPWPktQr7quneXuIW0vuC1oHasXMYm1azy8vaX1wksncnUdqrEotSAmO/oS+X9SOapBKkPc91w0fNJ4TQ/WJ8tPYq82dda9WuY+PUFkH+ji6L/YWgL4PssLcpcbrac2F0zTGKowzXq01QeGu2PXwuPp8tG4/S1aSNAei9bGKcMSDuocpmL9snHmj/Hj/Xdvj7448qYzNUc59qP5lXl5IxbrxCIRvojHsRzdSbwzHujx8nHQPeSu4jZNa1w+jzCVJ6sVxfw/NF4xzgzz0vq++v+l3LTFbEm/IGMp2ooXKxnucN4f47QC6f96rbaOVxVnGuZoJ/o62Vcnq/tDfjSvmb3kjTuPTtl/5vdi9pD2/bIx57um9pAXEs+6K6Gd9tE/b/+cso3B7pvo9huB/M1jvG8s7B9t8EwT6OPlaJ73eKMss+UPmzgLwcFp3JTJux8IH53DFKoBxMvlBq861fz3C/he+z7YXDvJusK/bUL6WGGoNPf+//5p3DbOv/eQIvf9hmKhZag2tyf/+60FrcvAfeg2tusO78k8H2VtazPM/ehdvsM/JlLYilHeQjy7Rpf2ZZNYOo1k2yqI8qzz0zPIsrZ1Ef+v3UCPus1qr5KIc9hxopekHxbGfR59m0Q5aH97esez9AT6+NJb19Pxcem+Y9+j7WKuczFjG8dnWobL2eaNe7UY6x8fBq/8Z0XtX+z8+Z5wUdiL4HSaLQtLvaVWdz8vp4OR5s7XfXMH27OD9KvRqzdT2K4W7vhhcefSUxGQycgspLNtD/UsNNB1op729A0fK6Fo8huah8X91qf2fTRbStrbQ0dJA5eMZWKPW9vFtLPvRDdUbw1h8t1aIfh8XjTMNLgUvRiJYsQTvAs230xplu4Kv4mBTVUSXqfEzlrKdWOGyCVy5SI9xttE7l7Sg04QpyhPYmPDveGMDsIzMC9OwP15I8a5a6l9qoOVQO+1HGsgI9RWNxc/HvzZOC+u5Ev1bel510XUZwITloUJajrTQsMtBRmKMisLv5tz7ACaSUnQtnhtSSDJB4HwPbfTwj7/2D1pGWZ6kxlDvn6YtFJyO37EQ+HfvDf6Ww5v8oPUDL14tOpz5pdVs/otm2pud7B5Bv9Cv3xMMdK7hOx8txPwZ/VGD369zT/Cc/h8++qKt2tmvteKMzOyvrWfrngZch5rZuWkplmAL0jUvXu0245SzJFW7CgPvb46HJo/29kWkXpxbcqk61KcNYFKwPJChPo/+jVoK0wwH5hfv0q7gfFx6J3LWyAQIxLhwmQpCZX3t4+FPFlNOJgu0bCCBD8+FLor4vTu1bjsTbJGdysZWWhtrKd6USWZ6KkkL1dQ2JhMwzhee/sMV5D/bSHewD5/Zii27mIYDrTRst0cZRTy93Fi9MTTrXVq9cSV8cT06SZhjxAQiXDZT4aEJNzoAK0hJK6S+pYOWlypwZGeSsTyZpIVWzDO0zB/jXD+E+N1UPFZK4zEPfm2Qr3W5neLGVlr3V2AfNMDNQ+d7arRisi4mTZuanrIAE+DpVe80dp48RwAwfTEldOcoU8ss4H2vUxfcj9+xELj+sXHSuJv8oPXvK8m329lWf4QzH2rR4+xEHtT6haqj8r9OtKxSn0sIVoJe+oe4izjY58K3vT/q52eGuSN293xW5+/E2dxO819sZvViCzOD/XH7T3HwBQd2ez6Vo8grG09sa4P9en30/TQcMvmDOWXfd5MfGoU61Ms4etZH594CsldnU77PTa9Xu8UwJ5nMiobI0e+hikFBGUu/xckSCq79+IZoRBitUFnPvGtQB/qpTtlkUwflEKDvhG6oxG8DWlcUL+7Nxn0p+mu02SBQcqitcWBLVNTckGe7cbc4qXi2lCJtNHPV8bGf8GLxn2ymPC9LHc1+zBO6cLM+5KA6avqb6ePG640hBOuJ31GGbZ2N2iWFK1y7rv4VOOmMsi1RXjFyvE4/4bIx/e69xplxZhwGYKFmoqivyCTJDAz48JzopO21GkqfLaVAG80/Md0ONP4emrfnk7Uhn5qWbjxaTwJlXhqOmsHpwHp+qg0UMydhmweQzspkJfK2/4GT6uCvWXNJnQdgJ2WeCfBz8V19k8jUOhYmP2gF4Bqn/nYvxXl27I69HOzu54pWCamj8stx/thFw96dfOdrxnUBzNwzOI3oyMy+h68bpw3na9/RBo7VsfXRpSQGW20HrtDffZC9Djt2xzb2Dxo4NoUsKsSxXGvJ7j9Kw7HwrIvBEd9mS8xR6iPjo/tADUW5WWRXudVRp5ixFewgNAb/vWD/JjNzg5eQk87EnbEG9GnSE7XuJtcv4RnHykxf1sMHNPeGBvv4r/QZZ8YXJYNt67QBdsYWkX5fuKuFlo9wvKUWZZBsAgIe2p7KIndLOTUvu+g60UOv1hJ614yJaxn096uZMrI3lNJ4UruZOt9OydbhQq6pa/zqjcFCWSiGfW9dl5QIPXys3ZExzbEOG/jeWnRlM3vu8BfPS4IX8AF++2/GmRMsNADLw9ExDsACyPl2mtpgc7Wbmg3Z5D9bRV2Tm54TPfRdBrCi/I5xrQng9+B+uZz87CxKX9UGU5mSsD9TGLmPHvs5564CWFiQoYT7qkbc9m/jdL9umYcWM3fG4FRXU+1YuElBa9i1/iPs3+kgZ10OO17Rtb4mzMSyYCn68SU/+yB4A38m5t8PTw/7BolRuxjoug3MNIcGZEVID/eXHSR1aXjgWCjLwQ5y1uXg2LmfIzFHjk0RSgaVOzOxmgC8dL4c+SSRrl9eVFvCZixgWYxUF6Pl66yhqF37FOXOcNm/08NFP2pfHFte9M7eE86E9StDpbKy8T+0dEaBC724jbNvQNeJi9rAtSRsm4b+9uGWSy+979xoT66JpOZgtc1C7Xf25s7IFpF3TnMxmHtw2VDlPnbL5mp7WH83dVEzMthYfP/EBa0h/h6aSxpDOTTNd49x5MkUMBH1RlDne56Rvfe8PK2VaTB3cADM/YvJjLHMrcr9nlafWFLIHKbPfugOXaCPkweMcydWZlaKmqbpzFEax9x4kE7yfeqx7+99O3qmBGUlc+cYJ04kPz1vlNIYvPvzBYvhyX+dnPy1eifDmpyJ9aFkLINu+/txa90IrMmZWJeogxcjU12pptKxcNOD1rArvPsTtfXVOCo/5J+C/U5NLFq5FWNXj5nfWk3yFwwTNe96tB/FtIj/WTRoTdb/z+ShswcMXMN7+ggvfd+uZTkYv0e63kzm9ELqm4qxqUNx6TtQRZWulRWAA12c9gMopP5p5aA0GyFKKnl1lTiM00eljTePa7/yIjvVTwzf3jgRlCU5MZL2K6SWFJIWHO3+D7FHi2IycZdx2nAOvYn69U0kZw+RsFvXchk4f5SmE8YF4oOSkkNlU7WWgxV8x+ooazKWmIsubdBd7HJHLfvv1VL5uHG6znBl/jtK1Bbs5CfyWDapJ6VbwETWG609oby6sd87Gce2jJgtR56D3aFR2BnbhuiqMSeTih+UjUNGiZvDNGPIIyIqz6tvo2YiM5P2dKzyjbxD5z/RGuWRoRMph5VfUYAAp382RD08CqYZwVZjPYWMZ7U7NXHEdVJNfWW6LwXHH1jUxosjkSMhPO/04gVM9yXjSLKo5/juwb/SVDoW4ihoDVNH5edj/xMHz/9EN6PnEKeCg5zuW83u/bvZvOZBHkz9OuufruO1/CRi3Z8/9benQgOtLGt201C5mdWpD/LgivVs3fsam+fHXBV+8ryWO3Yvf/fPMZeKUybuXZJKqv71kB1HSSUNLe20lGWiNhoG6GstpyRqbtI26tq13HBmG8Wv11O8QUs8DTAniYzHK2l4fQ85iyIryPTtDTTsKsT+kJaiBgAF65pCqldpp5P+0xGtld21zXSr90VI2lBN03MOMhaG1zYvTMNeUk9L3ahOc6MQIBAwYyuqZ49utLeSmEbOrnoq16itdoGzbuoORa4JcDx4R2DGYjKfTR82hUmkbmqDiehNSdifb2LP4xlaSihAsZK2oVi90Jiltm60/cB5wyNmx86EYty/lmSQ82QZtU2ttFbnYbOEA9aCGHl32/a5tSDEjO3pJupL7NhCQaSZpLUOKvc3sWdjMndF6aM4XJkfvxhsSVhJ2a6c8HvPsWEva6B6gxV/rEesjYmDPW/UUpabQbJ+FPAcGzm7ckidBeDn3PGb1TNsMoy93hiWv5HmLu03NdsofqUWxxprKOAwL8uh8vVq7PP99F2ItscBF+po6gp31ah+fU/EeyiJadhLamlpKCQt2iCLuHYcj3Z30ZScSVm68YgYhr+Z+kPG3y4tnPliThIZj++hqUa7Q+frxvnc5O7LoTtN/tN03VALbye9H6jHviklh+qt+jo/A8cPGiheDj7t7sh4c1S3UFuWQ8YD4X1PfWhMJTkp6hR/3/HBfUiburU+q4tJvQ+4epF/NDZenPhHLl4FZqVqqSQ9nG41LMPUOhbiMmgNudZvyAZwhr3VBwnm6DXd9yDri3azu7KczQ/PZ+ZH73LoTIyg8l/2sucn57UBHyYsqevZWrmb3ds2s3rBTLzvHoqZLouP+mPnjo13s1LJe24Pe/Sv7Q7sa3TPd/f10VaVS8GLMRKvA56XS6jr1B7ZOCuJjCcqaQmmwnijnuJsG9ZZwGUvEeOSTGasyzNxbK8PL9/RSkOJFiz7e2l+PrI7An435Tuc2qPvTFiW2Cl+qSWUdqPlpQoca5LQP55+fAXoec1FHxZSs4tpaFU/t7Wxgrzl6uP2At5O6p6JHiz6f/S2ltDchOXhstD3bt01sutT/+FyCvZ2q4N2ZqjbUP+GVnatDVQ8kaGW3XUP7qqS2A8gmBRWMoz713PF5GWlh58x7vfQ/Wop+dvbwk/UMbrgpKS2U31UYIJC0hoHlcHv3NFC/Z/Zsc1TYMCHN0r33eHKvEd3IWRZnhd+7zcqcaRb8R+ro/G98Qxa4c45yaRvKqa2sTWcNuaNSm0fCuDtdLIzykXPdDLmemMEuquqaD6j1VhzkrGXNITS9bRU5WG7H/oOVNAyxAD4zoqK0HuY7k+NeI/Wxgoca5Ixz4DAhx6i7HZxzE/zP2j1uclCelmw/mylcoQJ/Hv3lVDeqgWus5LIeKIiVBeqv12q9njeHpw7hngAwYQYpwFYmuaXwk/ES1qnr/OLsT+g0HeggrejZiYaB3eaSU7Po/gH4X2vo6OFyk02LCb1XOPcFe0bBvusmjDNiBHYhroRqMvw/rmYv9NUORbiO2iN5l/28/0//yG/uHiFQLD7wECAKxd/wf7nnud8cMRqFGde+T47XvsF/Vd0ywSu0H90P3uePx9+v+luIEDgqhfPiU4aq/PJyi6grjNmOKHx467KJbfKRfcFHxHFPBDA19+jPpt6Y0XEgXP8SBvdZ734tdGJQQGfh57DdZTmFtEYLeg646J0YzZVLd14fIGI3yZw3YfnhJu6fYNvc4ybK04KvltF26+8ahoSTcDnobulitzcqpgHP34Xpduc4VRHaGV0deQdSnyHysnOrcJ1rA/v1ch9OlR2G/Op6Yq1ETdX4LoPz6+6adtXTnZWPuVvxL4gCvIfriL3u1XqKPvr0b6zk/LcbCqiJTsfrsz9bsrzK2g+4cGvP/x9HrpeLSV/u5v/DE8eB0dxH+4ZtO8SUDMXuKpyya2K3uo8vYyt3hiZXhoLcyl9tQuPvpVce9+2qlwKot450tPe40U1q0nU36o6n+wt0S9Q45n/QCllL3dHPk7zug/fcFV9iJ+eFwvILqnDfcKDT1+HDwTwe/vobqkie2Mprmh1+EQapwFYIWecFBTX4T7ri9gH/N7eEe5HY3f079z09A8+NoLlG/tcE+6zCgHOHY8W2Ia7ETCoz6vR1DgWbrNarZ8ZJxpZLBa83mDhDC32c54nyd2zmf3RlTH1N51992yufDSWNUcvMERwbTSa8hc34OFKWp+1oeCn+7ksyqMFR0LcRFIXCAGZz7VSuEQhcKaZ7MLx6c8qbr6R1G9Tr6V1OGMMWIFJC1iFEEIIMQZKnjYAa5iBsGJamn5BqxBCCCGmJev3Vqgj+S+f5M1p3idcDCZBqxBCCCGmBM/efPWpTBsrGIferGKKkaBVCCGEEELEPQlahRBCCCFE3Bv3oPWzz4ZNRnDLkzISQgghhBidcU95dfvtt3PHHXcYJwudTz75hE8//dQ4OabRlL8QYvqSukAIMV2NpH4b95bWTz/9lIGBWyVL/+gNDAyMKmAVQgghhBATELSiBWaffPKJ3AbX+eyzz/jkk08koBdCCCGEGINx7x4gxp+UvxACqQuEENPYSOq3CWlpFUIIIYQQYjxJ0CqEEEIIIeLeiLsHCCGEEEIIMVGG6x4woqBVCCGEEEKIm0m6BwghhBBCiLgnQasQQgghhIh7ErQKIYQQQoi4J0GrEEIIIYSIexK0CiGEEEKIuCdBqxBCCCGEiHsStAohhBBCiLgnQasQQgghhIh7ErQKIYQQQoi4J0GrEEIIIYSIexK0CiGEEEKIuCdBqxBCCCGEiHsStAohhBBCiLgnQasQQgghhIh7/z9FumRT2oo9fAAAAABJRU5ErkJggg=="></p><h2>6.4 Nested Lists</h2><p>Lists can be nested inside each other. Indent clearly for readability.</p><pre class="ql-syntax" spellcheck="false">&lt;ul&gt;
  &lt;li&gt;Frontend Development
    &lt;ul&gt;
      &lt;li&gt;HTML&lt;/li&gt;
      &lt;li&gt;CSS
        &lt;ul&gt;
          &lt;li&gt;Flexbox&lt;/li&gt;
          &lt;li&gt;Grid&lt;/li&gt;
        &lt;/ul&gt;
      &lt;/li&gt;
      &lt;li&gt;JavaScript&lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;
  &lt;li&gt;Backend Development
    &lt;ul&gt;
      &lt;li&gt;Node.js&lt;/li&gt;
      &lt;li&gt;Python&lt;/li&gt;
    &lt;/ul&gt;
  &lt;/li&gt;
&lt;/ul&gt;
</pre><p><strong>Mixed nesting (ol inside ul):</strong></p><pre class="ql-syntax" spellcheck="false">&lt;ul&gt;
  &lt;li&gt;Step 1: Setup
    &lt;ol&gt;
      &lt;li&gt;Install VS Code&lt;/li&gt;
      &lt;li&gt;Install Live Server extension&lt;/li&gt;
    &lt;/ol&gt;
  &lt;/li&gt;
  &lt;li&gt;Step 2: Create Files&lt;/li&gt;
&lt;/ul&gt;
</pre><p>Nesting Rule</p><p>The nested <code>&lt;ul&gt;</code> or <code>&lt;ol&gt;</code> goes <strong>inside</strong> the <code>&lt;li&gt;</code> — not after it. ✅ <code>&lt;li&gt;Item &lt;ul&gt;...&lt;/ul&gt;&lt;/li&gt;</code> ❌ <code>&lt;li&gt;Item&lt;/li&gt;&lt;ul&gt;...&lt;/ul&gt;</code></p><h2>6.5 Which List Type to Use?</h2><p><img src="data:image/png;base64,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"></p><h2>🚀 Recommended Projects</h2><p>Project 1 — Recipe Page</p><p>Build a complete cooking recipe page with:</p><ul><li><code>&lt;ol&gt;</code> for cooking steps (order matters)</li><li><code>&lt;ul&gt;</code> for ingredients</li><li><code>&lt;dl&gt;</code> for nutrition facts (term = nutrient name, dd = value)</li></ul><p>Project 2 — Top 10 List Page</p><p>Create a "Top 10 Movies / Books / Games" page using:</p><ul><li><code>&lt;ol&gt;</code> for the ranked list</li><li>Nested <code>&lt;ul&gt;</code> inside each <code>&lt;li&gt;</code> for details (release year, genre, director)</li></ul><h2>📌 Quick Recall</h2><ul><li><code>&lt;ul&gt;</code> = unordered (bullets) — for items without sequence</li><li><code>&lt;ol&gt;</code> = ordered (numbers) — for steps, rankings</li><li><code>&lt;li&gt;</code> = list item — goes inside <code>&lt;ul&gt;</code> or <code>&lt;ol&gt;</code></li><li><code>&lt;dl&gt;</code> = description list | <code>&lt;dt&gt;</code> = term | <code>&lt;dd&gt;</code> = definition</li><li>Nested lists: put <code>&lt;ul&gt;/&lt;ol&gt;</code> <strong>inside</strong> the <code>&lt;li&gt;</code>, not after it</li><li><code>ol type="A"</code> = A,B,C | <code>type="I"</code> = Roman numerals | <code>start="5"</code> = begin at 5</li></ul><p>← <a href="05 - Links &amp; Navigation" rel="noopener noreferrer" target="_blank">05 - Links &amp; Navigation</a> | Next → <a href="07 - Semantic HTML5" rel="noopener noreferrer" target="_blank">07 - Semantic HTML5</a></p>

### Page: 07 - Semantic HTML5
URL: https://inside.blackboxlearning.in/docs/view/html/p/07-semantic-html5/

<h1>Chapter 7 — Semantic HTML5</h1><p>Learning Outcome</p><p>Build meaningful, SEO-friendly page layouts using HTML5 semantic elements instead of generic <code>&lt;div&gt;</code> soup.</p><p>← <a href="06 - Lists" rel="noopener noreferrer" target="_blank">06 - Lists</a> | Next → <a href="08 - Images &amp; Media" rel="noopener noreferrer" target="_blank">08 - Images &amp; Media</a></p><h2>7.1 What is Semantic HTML?</h2><p><strong>Semantic HTML</strong> uses tags that describe their <em>meaning and purpose</em>, not just their visual appearance.</p><p><br></p><p><img 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"></p><h3>Why Semantic HTML Matters</h3><p>4 Key Benefits</p><ol><li><strong>Accessibility</strong> — Screen readers navigate by landmarks (<code>&lt;nav&gt;</code>, <code>&lt;main&gt;</code>) and announce element roles to blind users</li><li><strong>SEO</strong> — Search engines understand content hierarchy and index it correctly</li><li><strong>Readability</strong> — Other developers understand your code structure at a glance</li><li><strong>Maintainability</strong> — Easier to update, debug, and style</li></ol><h2>7.2 Page Layout Semantic Tags</h2><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
&lt;body&gt;

  &lt;header&gt;
    &lt;!-- Site logo, name, main navigation --&gt;
  &lt;/header&gt;

  &lt;nav&gt;
    &lt;!-- Primary navigation links --&gt;
  &lt;/nav&gt;

  &lt;main&gt;
    &lt;!-- The unique main content of this page (one per page) --&gt;

    &lt;section&gt;
      &lt;!-- A themed grouping of content --&gt;
    &lt;/section&gt;

    &lt;article&gt;
      &lt;!-- Self-contained content: blog post, news article --&gt;
    &lt;/article&gt;

    &lt;aside&gt;
      &lt;!-- Sidebar: related links, ads, author bio --&gt;
    &lt;/aside&gt;

  &lt;/main&gt;

  &lt;footer&gt;
    &lt;!-- Copyright, social links, contact info --&gt;
  &lt;/footer&gt;

&lt;/body&gt;
&lt;/html&gt;
</pre><h2>7.3 Semantic Tags — Detailed Reference</h2><h3><code>&lt;header&gt;</code></h3><p>Top of the page or a section. Contains logo, site title, or primary nav.</p><pre class="ql-syntax" spellcheck="false">&lt;header&gt;
  &lt;h1&gt;My Portfolio&lt;/h1&gt;
  &lt;nav&gt;...&lt;/nav&gt;
&lt;/header&gt;
</pre><h3><code>&lt;nav&gt;</code></h3><p>Navigation links — internal or external. Should contain <code>&lt;a&gt;</code> tags or a <code>&lt;ul&gt;</code> of links.</p><pre class="ql-syntax" spellcheck="false">&lt;nav&gt;
  &lt;ul&gt;
    &lt;li&gt;&lt;a href="/"&gt;Home&lt;/a&gt;&lt;/li&gt;
    &lt;li&gt;&lt;a href="/about"&gt;About&lt;/a&gt;&lt;/li&gt;
    &lt;li&gt;&lt;a href="/contact"&gt;Contact&lt;/a&gt;&lt;/li&gt;
  &lt;/ul&gt;
&lt;/nav&gt;
</pre><h3><code>&lt;main&gt;</code></h3><p>The <strong>dominant content</strong> of the <code>&lt;body&gt;</code>. Use <strong>only once per page</strong>. Skip links target this.</p><pre class="ql-syntax" spellcheck="false">&lt;main id="main-content"&gt;
  &lt;!-- Everything important goes here --&gt;
&lt;/main&gt;
</pre><h3><code>&lt;section&gt;</code></h3><p>A thematic grouping of content with its own heading. Use when content forms a distinct part of the page.</p><pre class="ql-syntax" spellcheck="false">&lt;section&gt;
  &lt;h2&gt;About Us&lt;/h2&gt;
  &lt;p&gt;We are a design studio...&lt;/p&gt;
&lt;/section&gt;
</pre><h3><code>&lt;article&gt;</code></h3><p>Self-contained, independently distributable content. Would still make sense if copied elsewhere.</p><pre class="ql-syntax" spellcheck="false">&lt;article&gt;
  &lt;h2&gt;How to Learn HTML in 4 Weeks&lt;/h2&gt;
  &lt;time datetime="2025-04-24"&gt;April 24, 2025&lt;/time&gt;
  &lt;p&gt;Start with the basics...&lt;/p&gt;
&lt;/article&gt;
</pre><h3><code>&lt;aside&gt;</code></h3><p>Content tangentially related to the main content — sidebars, pull quotes, ad panels.</p><pre class="ql-syntax" spellcheck="false">&lt;aside&gt;
  &lt;h3&gt;Related Articles&lt;/h3&gt;
  &lt;ul&gt;
    &lt;li&gt;&lt;a href="#"&gt;CSS Basics&lt;/a&gt;&lt;/li&gt;
  &lt;/ul&gt;
&lt;/aside&gt;
</pre><h3><code>&lt;footer&gt;</code></h3><p>Bottom of page or section — copyright, links, contact info.</p><pre class="ql-syntax" spellcheck="false">&lt;footer&gt;
  &lt;p&gt;&amp;copy; 2025 My Website. All rights reserved.&lt;/p&gt;
  &lt;a href="/privacy"&gt;Privacy Policy&lt;/a&gt;
&lt;/footer&gt;
</pre><h3><code>&lt;figure&gt;</code> and <code>&lt;figcaption&gt;</code></h3><p>Used for images, diagrams, code blocks with a caption.</p><pre class="ql-syntax" spellcheck="false">&lt;figure&gt;
  &lt;img src="chart.png" alt="Sales grew 40% in Q4"&gt;
  &lt;figcaption&gt;Figure 1: Q4 2024 Sales Growth&lt;/figcaption&gt;
&lt;/figure&gt;
</pre><h3><code>&lt;time&gt;</code></h3><p>Machine-readable date/time. <code>datetime</code> attribute provides the standardised format.</p><pre class="ql-syntax" spellcheck="false">&lt;p&gt;Published on &lt;time datetime="2025-04-24"&gt;April 24, 2025&lt;/time&gt;&lt;/p&gt;
&lt;p&gt;Class starts at &lt;time datetime="09:00"&gt;9:00 AM&lt;/time&gt;&lt;/p&gt;
</pre><h3><code>&lt;address&gt;</code></h3><p>Contact information for the nearest <code>&lt;article&gt;</code> or <code>&lt;body&gt;</code>.</p><pre class="ql-syntax" spellcheck="false">&lt;address&gt;
  Written by &lt;a href="mailto:arjun@example.com"&gt;Arjun Kumar&lt;/a&gt;&lt;br&gt;
  Trivandrum, Kerala, India
&lt;/address&gt;
</pre><h2>7.4 <code>&lt;article&gt;</code> vs <code>&lt;section&gt;</code></h2><p>The "Would it make sense alone?" Test</p><ul><li><code><strong>&lt;article&gt;</strong></code> — remove it from the page and it still makes sense? Use <code>&lt;article&gt;</code>. (A blog post, a news story, a product review)</li><li><code><strong>&lt;section&gt;</strong></code> — it's part of a whole, needs context? Use <code>&lt;section&gt;</code>. (An "About Us" section, a "Skills" section of a portfolio)</li></ul><h2>7.5 Full Semantic Page Template</h2><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;
&lt;head&gt;
  &lt;meta charset="UTF-8"&gt;
  &lt;title&gt;News Blog&lt;/title&gt;
&lt;/head&gt;
&lt;body&gt;

  &lt;header&gt;
    &lt;h1&gt;The Daily HTML&lt;/h1&gt;
    &lt;nav&gt;
      &lt;a href="/"&gt;Home&lt;/a&gt;
      &lt;a href="/tech"&gt;Tech&lt;/a&gt;
      &lt;a href="/about"&gt;About&lt;/a&gt;
    &lt;/nav&gt;
  &lt;/header&gt;

  &lt;main&gt;

    &lt;section id="featured"&gt;
      &lt;h2&gt;Featured Articles&lt;/h2&gt;

      &lt;article&gt;
        &lt;h3&gt;HTML5 Turns 10&lt;/h3&gt;
        &lt;time datetime="2025-04-24"&gt;April 24, 2025&lt;/time&gt;
        &lt;p&gt;A decade of semantic web...&lt;/p&gt;
      &lt;/article&gt;

      &lt;article&gt;
        &lt;h3&gt;Why Accessibility Matters&lt;/h3&gt;
        &lt;time datetime="2025-04-20"&gt;April 20, 2025&lt;/time&gt;
        &lt;p&gt;Over 1 billion people have disabilities...&lt;/p&gt;
      &lt;/article&gt;

    &lt;/section&gt;

    &lt;aside&gt;
      &lt;h2&gt;Trending Topics&lt;/h2&gt;
      &lt;ul&gt;
        &lt;li&gt;&lt;a href="#"&gt;CSS Grid&lt;/a&gt;&lt;/li&gt;
        &lt;li&gt;&lt;a href="#"&gt;Web Performance&lt;/a&gt;&lt;/li&gt;
      &lt;/ul&gt;
    &lt;/aside&gt;

  &lt;/main&gt;

  &lt;footer&gt;
    &lt;address&gt;
      Contact: &lt;a href="mailto:editor@dailyhtml.com"&gt;editor@dailyhtml.com&lt;/a&gt;
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    &lt;p&gt;&amp;copy; 2025 The Daily HTML&lt;/p&gt;
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&lt;/body&gt;
&lt;/html&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — News Website Layout</p><p>Build a semantic news homepage with:</p><ul><li><code>&lt;header&gt;</code> with site title + <code>&lt;nav&gt;</code></li><li><code>&lt;main&gt;</code> containing 3 <code>&lt;article&gt;</code> cards</li><li><code>&lt;aside&gt;</code> with trending topics</li><li><code>&lt;footer&gt;</code> with copyright and contact</li></ul><p>Project 2 — Div-to-Semantic Refactor</p><p>Take this div-heavy code and rewrite it semantically:</p><pre class="ql-syntax" spellcheck="false">&lt;div class="header"&gt;&lt;div class="logo"&gt;...&lt;/div&gt;&lt;/div&gt;
&lt;div class="nav"&gt;...&lt;/div&gt;
&lt;div class="content"&gt;&lt;div class="post"&gt;...&lt;/div&gt;&lt;/div&gt;
&lt;div class="sidebar"&gt;...&lt;/div&gt;
&lt;div class="footer"&gt;...&lt;/div&gt;
</pre><h2>📌 Quick Recall</h2><ul><li>Semantic = tags that describe their <strong>meaning</strong>, not just their look</li><li><code>&lt;header&gt;</code> = top | <code>&lt;nav&gt;</code> = navigation | <code>&lt;main&gt;</code> = main content (once per page)</li><li><code>&lt;section&gt;</code> = themed group | <code>&lt;article&gt;</code> = standalone content | <code>&lt;aside&gt;</code> = sidebar</li><li><code>&lt;footer&gt;</code> = bottom | <code>&lt;figure&gt;</code> + <code>&lt;figcaption&gt;</code> = image with caption</li><li><code>&lt;time datetime="..."&gt;</code> = machine-readable date</li><li>Article test: "Would it make sense alone?" → yes = <code>&lt;article&gt;</code>, no = <code>&lt;section&gt;</code></li></ul><p><br></p>

### Page: 08 - Images & Media
URL: https://inside.blackboxlearning.in/docs/view/html/p/08-images-media/

<h1>Chapter 8 — Images &amp; Media</h1><p>Learning Outcome</p><p>Add and control images, audio, and video in web pages using HTML5 media elements.</p><p>← <a href="07 - Semantic HTML5" rel="noopener noreferrer" target="_blank">07 - Semantic HTML5</a> | Next → <a href="09 - Tables" rel="noopener noreferrer" target="_blank">09 - Tables</a></p><h2>8.1 The <code>&lt;img&gt;</code> Tag</h2><p><code>&lt;img&gt;</code> embeds an image. It is a <strong>self-closing void element</strong> — no closing tag.</p><pre class="ql-syntax" spellcheck="false">&lt;img src="photo.jpg" alt="A sunset over the mountains"&gt;
</pre><h3>Required Attributes</h3><p><img src="data:image/png;base64,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"></p><p>alt is NOT Optional</p><p><code>alt</code> text is read by screen readers for blind users, shown when image fails to load, and indexed by search engines. An empty <code>alt=""</code> is acceptable only for <strong>purely decorative</strong> images.</p><h3>Optional Attributes</h3><pre class="ql-syntax" spellcheck="false">&lt;img
  src="photo.jpg"
  alt="Students learning HTML in a classroom"
  width="600"
  height="400"
  loading="lazy"
  title="HTML Workshop 2025"
&gt;
</pre><p><img 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esaq9X6qXFiMBaLBadT94A+olTKD+l6XHd2sj2ngtB9Vqus2+oDOtdzHM4jb783FM1k3+F8knUdXbmdDpx/APPlbrIK63zTrT9opH6trtrAZReOARfcYMLxbB5lrwCba3W9TvfTsqoA/xYCpe5ppWSZ9jR+sZuKDaV0+ubmU9uRiXdLHo8Hk8kEHheOcy48JgVLnAVFP+Z1XwNZhU0BQ4XZShopT9XtM+Aa7Md1yYQ53oo5xoP7IiiztWhk2H4QdhoF+y51OS2a0e2z+3gFGQ8HfouIXmPLx16B53j/oVUUHDAsMpplJTTuSSXgrHM56P/Ag+mmBKxm8Fx0w2xFK7130/1IBqWveBcOvKaMfF6GyJNuJ4533WHnSSWnmuaNutE+AM9FJ8733XhmmbF+wYzJtw0PjsO7ydvvfYmp7a/ixjno4O3fvYXzf+D6uGSSvmjF4gvuXXQ9kqVek1BrE1Q35wa+yPNeS7Q/TTdZsZpNo163hBBCCCHElSOc5/jIlNyvS2OBbig1Z6991MAewNHWE9Be1booXVedtoUXjwf+GMViJeE2K2ZDgZ/jSbuu1A2IMWO9LQGrxcxndJMjwdHZRv8lwKR+Z8I8QxBxzk7FzsAgAqC7uomu84HTzHEJ6u+LAc+bbTQF/Khgwkuj7ooCqjqdAb2Eq8slqB/dPnsCOkMQYpyOV9PUZeg23qyec1YzcKmftn85G6Tn+onz5UnFMqY86W7cSvGTPbj0/QXM1rYRZwjs2yvY6gvsdWIULPOSsK1JJz0jndTF+sDeQ/+hMn9gD+BuYmtRE7oCfP+1RPuogb3aAV8k0ksIIYQQQkSniAT3mXcs0FWBddJ7NJzQHjjXQPeA7u84G5nenqS1oLSstRfnRd0j7WUPrv8yvMFwN7G1qI6ucy48+t7hLzpxGuKLSTdUR0FeBW2/deLWf7fLQXdzBTmbqugyRhEAbjtl39tOw+sOXL52t4DbSe/hCnK21BHOgFzhpZEbe0UOORUtdL/pxG2IEDyXXDhOddJQmUfenq7AmUKMixt7WR7bn+7C4dKfm26cv22jIq+AOl27/Ek13jwJ9DZvJyungpbj/YF5ypdP2qjKzSLvJ12GlwMnsLd30+90B3YW6lvPTk1xFgUHegNnAvQ1sDVnOzVHegLTCsDjwe3sp/twHaU5BTQEzhVCCCGEEFexCFXLF0LMRFdHPp6EZgRCCCGEEELMIOE8x0ek5F4IIYQQQgghhBBTR4J7IYQQQgghhBAiyklwL4QQQgghhBBCRDkJ7oUQQgghhBBCiCgnwb0QQgghhBBCCBHlJLgXQgghhBBCCCGinAyFJ8RVRPKxEEIIIYQQ0Sec53gpuRdCCCGEEEIIIaKcBPdCCCGEEEIIIUSUk+BeCCGEEEIIIYSIchLcCyGEEEIIIYQQUW5MHeoJIYQQQgghhBBi6o3Wod6YgvvRNiaEmNkkHwshhBBCCBF9wnmOl2r5QgghhBBCCCFElJPgXgghhBBCCCGEiHIS3AshhBBCCCGEEFFOgnshhBBCCCGEECLKSXAvhBBCCCGEEEJEOQnuhRBCCCGEEEKIKCfBvRBCCCGEEEIIEeUkuBdCCCGEEEIIIaLcNVar9VPjxGAsFgtOp9M4eUTXXnstMTExXHPNNcZZYow+/fRTLl++zCeffGKcNWXkeE6/iZ4H48nHQgghhBBCiOkVznN8xEruY2JiuO666yQQnCTXXHMN1113HTExMcZZU0KO58ww3eeBEEIIIYQQYmaKSHDvLeEVky8mJoZrr43IYQtJjufMMx3ngRBCCCGEEGLmikh0IIFgZE11+k7194nwyHERQgghhBBCeEUkuJeq25E11ek71d8nwiPH5cqQX9dBR0cHHXX5xlmTJvR3pFLybDsdHR00P5xqmCcCWcmubKWjo4PWmnysxtlXnGj/vTNs/zfXqnmwoxZjLhRCCCEmS0SCexEF5hVS39FBR0czZcuMM4UYxVwbmdvKqW1spb1dCxy9n6PttB9upfFgCenG9cTMcudKlt5iAsC8aCUS3o8kjeWLFACUxGTSjLOvONH+e6N9/4UQQoixk+D+KmX79nK1JGPwGPXHjXOFCMVM6rZaWhvLyV9nI8GiYFJjQ78YE6ZZCpZ5ViyGWWKGeeVVTp9X/+s6/SqdxvlCx05PnxsAd18PduPsK060/95o338hhBBi7CIyFJ5p2NO+mGwej8c4aQzS2ddaSLLiobcxi63PqA9AocjxnLnGeh6MJR8Po6RQ9FgJafO08+GyG2ffCY4d+zUnzg35FrMkppD8lWSSvujhWEYBdf4tzAjWNYXkf8PGgjn9VN9bNu0BbX5dB5nxwEALq/Ijk1pT8R1CiBFsrqVjQwLQT8uqmXddFEIIMfOF8xx/hZTcx7Iwq5Sq/XvZ9vVE40xhoGxcyQIFuHSWY6ME9lHnphVsKa+hatd93B5rnCnGL4n8Kn9g736zjYqcDHIerKDuUBc9p3p8H3tjDRUP5ZEzAwN7gITbV2K7zYJi+oxxlhBCCCGEEFHrygjuv/5DfrjxdhLnL2T1321nR7JxgXBtoqa9nfb2dtof32ScOW4rdrWo22xvYfe0N2q1kntHEibA3dtFi3H2OG16XEu39homL+XGKo4t5Tu4KzmeRNs9bC+7x7jApJgZv3VqpZaVkRmvBvau41XkbKmhU6vOLYQQQgghhJh+V0Zwf7OCv5D2emLnBMydZP4XAC27Vhhnznzz0kmOA3BxurXNODfKWZmj9p8EgGmW7o8ZZQW7X5j8l0gRM6+QnBQzAJ5zbZQ9bOcKq+8hhBBCCCFE1Lsygvt/eZnX3lXbHg+9dZQXprsR7Qx2ZXek9wYvHelj6DJw+QJvtD1vXECMg++cwcWJp2voNS4wZgrJGUXsa2gO7Gn/aDvNDfsoXGMl1GsZ45BuyqJsyg42035Ut42DZWRrvWTr1qRW+56SZdq82TZKdL38t+7xV6sJ/B6FlAeqaWzVpjWXkeLfsEpJJr14H/XN7f596eig43Az9Y8UkhZn3J/JpSzKpuyJRlp16dl+qJHqbamor2VCSaX80PDfH3yeQvK9ZdQ3q0PndXR00N5cT9m9ybrjZSZ1my6tOjroaA1nP9RzorqxNSD9hm9f585yWjs66OhopfxOxv3d5tR8yg8azsX2dpoPlpO7NHBZ4/kX1NxU8vfU0njIn07e41H7cDa2ucYVvIzpDebUQqob1eHcOjo66DjaSuNjhaSG3AYoi9IpeqyR1sO633O0ndbGaorWjG1AuJF+r3Fe+HkxTMah45Rk0osNx7ddzV+h0sO4jwAsK6FRW7+1MjP4uaVksk/7nvYngg2jZyb1/vKAvOBN48LUkc62EXh/X5DzpvoHaUH2QQghhBjuygjuh47y6KYM1q5dS+a2g/QZ5wtNOncvNgMeel9vwGGcfQXo+2kRmevWsnZdNuWv+Dt5E+OVzMovag+rztO0TfSFkJJC0cFm9j2QRnKcObCn/RgT5rhk0ovraazJJUk3K5ikjdU0VuaSMs+MKUabGGPCPC+F3Mp6ytcEfWwfs6TNlZRkJGHxbi7mM+h3W0kpov75fRSuScZqNvn3BWCWGevidIoaGqneONovGg+F5Adqaa7MJeU2C4pux0yzLSStK6H+sezgAcyYfJa0PfXs+24KVrP/S0xmKynfLadyc5J6bBsaKVmnSysARd2PxpD7kURuTSP7HkgjyaIEpJ+6/X2jnw8xaZQ0jvDddflB1ldIK2mksSQT2zzDuWgyYZ5nw7ZYNy0MSVn7aG4sIXNZApbZgR2RmmZbSLgjl/JnGykZ9dz8rLZv6STpf1CMguXL6ZQ8W0t+kO5l1DxRSNqXLSizdDNiTCiWJJbfnqCbOHkinheVNMqe2kfhGsPxNan5q6Q+eHoEdbyC+i4XaC9CtgYZCja1OJNkBfD00/ZoXeC9UtHOtSxbQF7wpnF6SSONJWkhzvUQEnOpbtR+X5DzJun2FCJz5IQQQlxprozgXoTF15Ge+yyvXmkd6YkIWYpVG8/O7eihxzh7TPSd8nlwnmqhKjeDVatWsWpVBnllddjfVM9LJTGbsj0jPCB/bjklOUmYznVSV5KlbiMjj6ojDtQ6PGZsOVux+Vaoo2DVKlatWkXFce3cv9hNhTZt1apVZDwcpMrP55LZui4B9+kGSu/Vlt1Q6u9hPzGfypI0rLOAS056mqvIy9CWy8ij7ICdfjeAQlJO2cSDHAMlp4LyjARMgMfZQ0tlHhna78kqqaPznAfly9msjDOuOTamL+ZSuMxE/+EKsrzHq9KOwwNgImFDCfvKtpIWZ8J1yp9WWSUNdDvVI2L6cia71hm3rJC2p4zsRAXw4Ois86fzvaU0HHfi0c6HkhL/0TS69d58Uue66dWlf1ZJAz1avxCm+HQKcgxpv24X+akWTIBLf3y95+JvXXx0OXCVkShryim7PxlzDHCxH/uBUi2tVrHq3gKqmntwegCThdStlSMHo9Zs8lMtuH+ryyP3ltJwSg1KMSWQvsXwsmReIcU5SSiAZ9Cuy1uryNpSRctxB66xDa4RnjHnxbFSSK4qJMXspv9wFQW686OuU/uOWQlk7i7DWPcklM7KBrovAlhI2WgomU8sIi9FfQnuaK+m7px+ZhL5VYWkWkxw2RVwvmXkVtH2phswYUktpMJ4voVkpXBHNkkK4HFg1+Vh9bzpxnHhj8aVhBBCiKCmJbi/5yetanvjF3bjbbW++kfeTud0nZR9r0ab1sreb/rXD+j4zvjRbTOUxK9vo6ZJ24f2dtpbm6j7/l2EbKrv24922tvXE69NjrXtGP797e3UfM+wfoBE1u+so6nVv3xrUw1bVoT89kni70jPdepFItraPvZ2tuyrp+Ww9hsPt9JSt5t7/mKk7uvnsOLv9lKnPy6HW2mq2zti2vg7Kxz+Gfk4qPt5X3kdLcGOhe+Yj9IJYri/NXU3Lb5928GSG7Tpf75+2H63z6T+HO74vK9Ks3NwYiNFW7cVa53yeeg/VEzOQ3XYB70vmdw4ulqo2pJD1Ql1mnlZdtBSNQBusWAeaKF4UwUtJ7SAx60+GFd6g3fLItLuCFhr7G5JwDrYQllxE93DOhC0UrgjkwSTWsLXsiOH7U/acfh+koOuQ1UU5FRpgcREgxyjdHbdreZpnF1UFGyn7ojD1x+C60QLFZuKaRkgsFR6HExmBWdrCQX7O1FT243jSBVbn+7Rvs9C8iIz7tN15D3kTyvXiSZKf2jXSj4V5i81ZKZ1u8hfpgZS/YeKyato8afz+W6aHi6gRjsfLEvvJj1gZS8Fyy0euv8pj6269HedaGL7zhb6tRcQSX+THbBW2rL5anB8vouqgOOrnYsPZrH9yYBVRpDOrgKbmldc3VR9p4CqQ91aWgHn+7E/uZ2cojb1hUiw4FxHucWC53gVeQ/q8sj5bpoeKqZlQHtZkrgc/S9S7kpWg1RPLy2FVbq8Ba437dQ9nEfeniAvsCYq4nnRQkK8m+5/yqFgv51+3fnRUpFH8aF+NcA3p5CzLczK6247e3/eiwcwxadRuMF7JBSyt6zEAvDOq1Q+HtgIyX8Ncw0739yDdmq2lNB2zqOebytzw6tKr3j7wfHQ27yVKl0eVs+bUvI2Tf+QnUIIIaLDtAT3zovaW+jPKepNFIgze4OhWMxab/cL53inubgQ8PZ8/BK/V8Pev1tN/Bx9/dU5xN25haodN+sXjQjTygfZtDyOwK+P564dj7P7zpGC3wlalsfyOAAn3T/tNs6dVPElD3LXAguxuuqZsXFLuO9HP2bTlwwLowbI2+oa2PH1hcTpEybGxJy4hdy1o4Ga741UzDUOsavZ/WQp9yTHETvsWPyYLfoqrSMY82+NNqbAKujjZyPvr9VHXc9AGxUHQrXcd2OvaKPXA2Bh6dpQb1ZcnHimLmj7/87WE6gjgJqxDK+LPUahv8efpzz0H66gLlR7ILedvYfVQALLUr5xp3GB8fHVxMFF1z+X0eWP5XR6qdvrDa4nwH2WNkOgA+A+1MnZi96/HLz6eMvwzhbPtXH2HfW/yp/O181QyP3aArWkOeQ54cb+5DH1eCoLSNlgnK/y9NnZe2TYN8O5Oo5pwTA3WwNKds3XT86ZTcCxcNP9VCn2ILsCQF8NdcfVANiUuJzsUNG9pxf7I8E6rnRQd0wLZrFg1Z1L82+YvN8zNqHzyGTlRfepJkqDHV+g90ADJ7SA35o0Qm0fA3djJW1vetSaAd9UX7opG3aRmWgCnNh/XGX4Tf5rmPt4bYj96aXGflY9PnE2MucZ5wfxxesn6RorhBBCTFNw/9q76u0ek0m7Ea8g7ibA48GDmTnaDXHOrOu1NYZwBdQHPsRjpTvZ6fs8x5k/6OeHcOsWHvxmvHYj9eDseYn9pTvZufcgR98awrJkke9lQ4CfP6b7rqMMapOHep7TTfd/Hvu5YX2fz5AQfzNDb73Gc9U72Vm6n5fOXtDmzWHJ3d9hgrVnQ7KtSlJLlQa7aZmkFyXBWUiI/wzOnpc5uFdN29fe1h6uTfGs/vZdxhVYUfwgq+O0o/LuGV5+qpydpeUc/NczajVWTMR/80G23GpcE07W/0Ng+r/iPToju6tkE0u8FQL+MMDRp8rZWbqT/S+ewXkpjq+lhnMkxvBbuw/yD8HO18Gjw86fnaU7+Yf6k/51rwSLV5IwFzUQPmZow2rkbuCsdo4qf/bXBB3Z0tVLR6j2/6fe9lU/tnwh1MuBMF18i+4Q35P81QQ1T3n6OXZgxF+E+5mzvtLrW5cE/UVjlvZltTr+qH0hnOuiX7vkjtu7/SFq+9hxfKD919lPV9BriwPHee2A3KQPsNNJ1oZXdJxuCn1OnOvl7YsAJm78fPDQzfGbhiCBsKr3Pa00efaN6F8tHPMmytylFD6cPmKne6NJX+w9Fid48RXj3EDdv+7VSvStLMgwztWcO0tDqB/U59TWV7hR1xC75zfvqWlgSiJ9b67aZnwqRDwvujn7q+Bnn6qbX6ttX+AmK8uNs0NyUFejNS2xpJCdk8LWb6qdNzo7a6gyvqzzXcPcnP31COXoRx3aCw0FczgveE+d5T31wJGUUUHueDsgFEIIIaYruOcDt68t3s3LARIw3wBD/zmACxPmm9US7ARvaf4Fp6GTvAsM9JzhjO+jtssczcK//Stf8Ox8rZy80oMc7TnDmWMvsX/bRg4OoBtST+eDAd13Dfm/y+PUTfd/BrwPu8OY+MwHL/ODbY/ywpEznOk5ysHtf8/L3ng0LpHVhjUmx1R2pBcLfY+RV/oELx1T0/bRzQc5o/VtFxu/JLDZROwmNtjUVPe8/TI7N+3kiZ+/wZmeN3jpn3eSt/c17UEpjtu/tUS/JgBDg32B6e8O50y4h68u0I60p4/nvlvI/p+/wZmeMxyt30le6VFcYdVjHsNvHRqkL9j5+sehYefPmZ4z9A3OkM4AXUO+oEmZM4GgdN4cLXhy4TQ+NAfx1ofat86KDd5c5sJ7dBmn+bzHR5eM08bJ7eKscZomwayFgy5n0FLLQG/xoVbCrcwK+ovGSMHyJ9o5+ocPR+kLoYcPJ3g6uT98yzhpuKHQ+/HhpSD5cp4Fb39kCRt0PcIP+xRhm60uZ77Z0H09AG4+/L/GaX49F4JHyY6nW+g6D2DCckchzUebqd+TP46RDaxYtFJzz4W3Q6aBz+vvacG5CZP3/bXBiOl96sPgLzION2B/U01nJTGbfYdaaXysiMylE3ltEYaI50UnjiPGaYE6vQUGs28Mryq8V18NlR1ONbDeWEaqBXB1UV8RpHab7xqmYHvIeI7qPq3p2j4o3Phnhm0E1UbDUa02hpJEdmWrOrLBBq2ZhxBCCDEG0xPcX/SgVsw3YfoMkGwmFnD2neSCB8w3LwFi/e1EL7zPGwEbGJ8l3p7BGODf/tlYMjrES7/sZYLPwKPwMPDGQV/Jv2qQ3ne93+p92TG5prYjPScnf/GaYdrLDLyv/fcGc2Cvv99I1F64eOj75RPDRzro/mf+7T/V/86xLgn+8mWsUhOxaufWUM9hXjAe9N8d9H3nyMb4W6ORvuTt1qVhV3kd5k+9VU/dfHjKOHMG+x93yJdhvmrdIwS1kbMUi/aOYMRAcCabbx7/+TQZ3HbKvredhuMO3JeBGDPWZZkUNbTSerCMzLBbAiVg1n6I57/fM86cQr3Ubcmh4nA/rsvenvXTyK9opv35agpTpjW1Z6zen9SidZ4PeOh5MUT7dt81bPL1Higgp6KNfm0/FEsSaZvLaT7cTPUDKdObT4QQQkSV6QnuOwe10thYzPO8b8SHcJ0bxDUEsXMTgCXcrD28Dp3vD1x/XG73bY8/uOg3BnTo9ytS/ojbG/gFpb3smFRT2JEeBGlCMbKFcXO0B6ZBBoI2Zxii/7x2sObczPCy+3GYp75MAnC+awzOCfzOEY3tt0anY7zlPWfjFpA53qfMjzxabQWFG8c4vNhM5fZobz1ibwzedCCiPPxR68ndNOtG40yDwOHlZgxfrRAPPQe8PdWP/Ak6osFEuHtoejiPjA15aq/k3uBqXgr5VeEOr3aBIa102vQnnzfOnGIuOvcXkLU6i9IDdnqdagqb5iaRXjYJQ9LNUCk3a2Xclz7yd2IYJiUnC3/lBhMLvlYYZNhE/TXMiX3T8HMz2KfggHEjobk6ayjIUke5sP/Wqb5wmmUmKaOM+pFGDhFCCCF0pie4x4XbW1UvBmJvNmPiI1xvvsH7F9Qg7nYsKJ/Tln7fWMo+Hp/xP+B+MEiwkO6K5Ov0y8GxCHekNx7+fhXiWR+k1/j29nZ2aNX2J40v0BnCNRA4Sxg5aHhd6wzOlET6Q+NsNzvo0gI5M5YwAqbPe6ucu11Mxqu9SHjb23TAbAkeDAT4PNdrnTS6L0zGL+riPa27DtNc6yhVkZf7SvlnFF/1chOfv3XkXxBxbofaK3lWBtuf7lEDRFMCmTsKR0lb1GYPWh8apjm3jv6iZ/GNWqDm4aP/Ms6cLC66D1WxNSeDrArvkIVmbAW7Qow4MJON9kJQYcHn/U1kxnSXU7Kp+FYSJjz0H+nECZjmpbH1/iBHXX8NG3F/JsZ1ooWqB3PIyKnAPqg1YFyWH2QYSSGEEGK4aQvuPVqH+ZYvrGDJzWa49D6Db6OWmMaaiUPRquV7cL0fTinqGMy5mduN065Q6RmLMAOevmM0BO3sanoNXPjIOGkKaTVHxIjcz7TS420vvqyA8nXjaAn6eg9va51GJdhyRy6FUnKxaR2tOX/fGbJa/HTrOvW21oFZAraNI/4ilI02dcg8nPS+Pjm/6MTbWj2jWxaQPtJ5vC6VBVqb9ZnFzltaL/qWr3jbKU83Nz3Pb6dBG36PGyxhNa2x/147ppZFpIcavlFjW6t13Orp5/Qh49zJ5+qsYmu7tn/K9cE7jZ3RLCSkjHB2KJks0DrTcfV3jeF6oZC9N5skkzrsXXVlBfVdLvUalVFCvjFPvX6Wty8BmJi/dApekZzvpKrQP4zk9f/LuIAQQggx3DQF968xqOt0LmFuLPzhAgPAyfddYJrDzV+/2dcB1+QMg6f7zlhz8F7pU+PG9ODzmVnjCHKmVDYrv6IAHs6+Fro36ek0OPi+r3O5wX/NZ+3ataE/9+yanBoXAy5f3wqxNy00zASIVc/JqfC52ODn4ozSyd6nvGN2m7Ftq6f6u2qv0iHNTaXwiXLyfRPaePGEGoyaEjOp3ByqrFshrSRdfeD29HPsZxFs92AyMVqF9hEdfhH1J5lIyqoMXYVbSWPnOrVpjGfgGI2T1OdAz6/6fb2up+3MD157QEmj/NujHKtp46DlP7RQLC6NkpDnBJjXlVE93lojU8Dx9Kva8I1mUr5fTlqoBE8sJH+Zet9wn2qlyThfBGVdXRIif5nJLNOuF2OsnabkVJCdaAJcdDWqw951VrbQ41Zf2KUXZRvyTQtdvepdVFmcPUITB4Xk71ZTfr9xuhBCCBF50xTcg0vr1Tx2rtYW/g8uzgBDA06GuB7zPJPWFnvy2jWfdHiH4Evka1uNTwqxrP9aUhgdtrnxNrU1xS9h/egrTBtfaaH7LF1TUEI0Lj8/g3cY6rg7d7DlL6YgQTv7tGqqYFlyz/Bj+KVN/M2fG6ZNKn8bXb6wkPXhDJc0zdxHSik75B1fWyHp3n20HqpnX0k2aYuTSdY+KRsKKX+ikdbGEtJvCwydu6ub6FbrO5OwoZLGR/JJu837gkzBmpJJ0RONFC1VX0j1H66mblJe7AU64e1Ze9YC0h9KnUCP1N1UN2ovPUwJZD7ayL7707ThsgDFSsqGImobtd7ePf20PTbKMIBjcbyStj71iJjiM6k8WKLrGV3BuqaQ2meLsCn99Gsl5DONY3+j1pmZ7pzw9VavnROPNdO4LQVrqFhqnPIrm6kuySbty1ZdEGfGllNOtjYcmbv/RPDO1YzcTdQe1vKH2UbRs7UUbdDt89wE0u7fR2NVutqZp6ubukfC2nLYUh+up35PIZl3aEM0gu88qFyllXwPnsXuXyVKePCQQObe2oAe5M23pVH4RD352rFydTVSE+71wlcdH9ynW6j0Dl/obqGmXT2OpsRsKnICT7q2A3b6vU0cvt9IbXEmNm9+x0zC2nzKDzay794kbgy3n4s7y6g/WE7hhhT/tQNQ4tIofHSlVqPFwdnoO3BCCCGmwfQF95e0evkxZsyxcOG81k/6my4+IhZzotbp2R+Gt7mdM38hC5P1H4uuF1sTFv28BXG+gP3ML874OsyzrNlLffkmVicvZOHy9Wzb/wyb4gmjt/zDnPlPb0daC9n0XBM1u7axpWALWwq2sKO8hpri4WO5T72p7khvvF7g4L8OaG2647nrx0007dvBpm/e7juGq+/dwpYdmxiWqrFxJAacBwtZqOjOBCVwXvxN3jmHeeN33vHqFrLp6Rq2ad+3Om8v9eVf5fohb32CSDjDr97UGkxjYfW+FurKd/jOoW27qqj50SaC1SmYTmqPzna8Q0oz20pyai5Fj+xjn/Yp25yO7TYLSgx4zp3ltH4Dbjulf1dDt3f4scWZFD3RrA0h1Up9WT5pt6mBvaO9guIDow8wNx7un76qls5hwnJnCc3aEFate8ZeMuw+UkrB/m61d/JZFpKziqh93jskVj1lm9NIUIBLDuwVxdQNGw5iItw07ayh06kF+PNSya/QpWdxOgmzXXRXF9PzP8Z1Z4pOynY1oRaIaudEg3dYPO2c+LIZEx6cg8Y7wQRdbyYpNZeix+pp9Q1l1kz5RhsWE3icndTtCf/K2XugmNJWLcCfnUDa5jLqW7XtPl9LUVYyFhNwvoe6XaXYJ7sqlcmMdVk6+Q/X+s5p33mgAO5emh6tmbyXS1PGgb26G5eSoPYgr/225ieKSL9NewnT10RZWbgvS6zkP6pVx/f00lLWElCrzfFkNa++A2Ai6e5dgZ2InqujuLoTp0cdjSBhTT7l3vze0UztDzKxzVPgsgtn2KfrZzDPs5G+ucx/7ejooLXB+/vc9DZWhv/iQgghxFVt2oL717ylZ7cmkmgC1/vaYHdvv88FD8T/ebz6d5DO7zZs28vecv3nPhbeoM28YSH36ec9vMnfw/rv9rPv51ogiQlL8nq2le9l785NrJ4fi/PkYXq1jpFCG+K5J1/2lTYzaw7xttXc9Y27uOsbd7EiOZ74L8VPf1XrGd6Rnl7fU3/Pgde8Y7+bmLNgBeu/V+o7htu+fRd3rfgb4m81rGjbxI8CzoO97L3Tn/JxdwbOe/Cb3jlDvLTnICe98fUN8azWvm/b3QuxxAxwsk97+RQhJ6uf839/TCxxySt859BqWyLxC+LRcsCM4uqsoiBD7Ym7Z9CFxzCGteeSC8epThoqsli7qWZ451bn2yi9N4uK5m76nW48Wo/vAFxy4Thlp6Y4i7yfdEWuGYm7he076+ge1H3DZQ+ui94DMjauw6Vk5VTQcrwf58XAl0Iel4OeIzVsvzePqq4I/CK3nYqcHCoO9wZ+92U3zje7aCjOo/RIBL53MvU1sDVnOzVHDL8B8Fx00n+8harcLAqenNyw9NjL2jms/8rLHtzOfrqbK8jJqRhjAO6m5/ECsoprsJ9y4NLnDd12s+7dTsukvuRRnTjaRvebTn9ntRrfOZizlYYIfO9U8BwpJa+4ga5zLv8147IHt7MX++PbySlsINxXgdb7S0i/zaS9RKyladgx7qWqVu1cDyWZ7LLMgOr57iMV5HyngpbjDlyXguX3Okpzsijz1gYYzXE7bUGuHf7rYQ5bnwn31wkhhLjaXWO1Wj81TgzGYrHgdIY3UJzJN0D9CL65l9bvLfRVvT9ZmcmuToCF7GjYy4qb1cWG/s9+Mv/haMCqmx5vZ3241ab/cJJHA9pqx7Iw60G2pC8hbo62n54LDHYf4rG977O+qZTb5wD/+RJrHzjo347RTSvY8v17uf1LNzNnlu73Xvbgef/f2LfpUbTXFazY1aL1+K7/nX6jzQ/GE/BEOlz6I60ULlbw9DWRVTix9vbhHE//MRngpbWFGFNutPkAsX9xF5v+dh1Lg6Wp531+9Y/57Nc30UjdTUvxkjCaUqgGfr6Wwqd0E25awZaH7uOr8y3Eal839H4fv3rqH+i98xntmDg5ujmP/W/7Vxvtt4w23yd2Ifds3cTXFsZhucH4ewd4aUMRz+mXD2K088BoLPlYCCGmzeZaOjYkAP20rCqgzjhfCCGEuMqE8xw/fcH9DDXnpjlc+GB8JXhTacSgTsmlujmbJJObnv0ZbD9sXGBsovl4jtf6H7ey6S9Mowfo02zE8yCIseRjIYSYNhLcCyGEEAHCeY6ftmr5M1U0BPajsX53udqe8PxpXpxgYH91uosl2lBsXHASpTVZhRBCCCGEEFcRCe6vQI79eaxatYpV95YNb/MsRjGHu350Lwu1uv5D5874mlcIIYQQQgghxEwl1fKj1FirY0/EFXk8/2o9W/7Kov7/hjgSb1EAE+Zb4/B2xYBngJe2FXJQ195+phnreTCWfCyEENNGquULIYQQAcJ5jpeSe3F1Sv6qr3f6u1YsJH5+PPHzdYH9JSev/fPfz+jAXgghhBBCCCG8IhLcf/ppWJUBxDhNdfpO9fdNucsePJc8eC4N4Xy7j5Mv7if/vjwefWXIuOSMcsUfFyGEEEIIIUTYIlIt/9prr+W6664zThaT5OOPP+aTTz4xTo4YOZ4z03jOg7HkYyGEEEIIIcTMEM5zfERK7j/55BMuX75snCwmweXLl8cc0E2UHM+ZZzrOAyGEEEIIIcTMFZHgHi34+Pjjj6Xq8CT59NNP+fjjj6ctyJbjOTNM93kghBBCCCGEmJkiUi1fCDEzST4WQgghhBAi+oTzHB+xknshhBBCCCGEEEJMDQnuhRBCCCGEEEKIKCfBvRBCCCGEEEIIEeXG1OZeCCGEEEIIIYQQU2+0NvdjCu5H25gQYmaTfCyEEEIIIUT0Cec5XqrlCyGEEEIIIYQQUU6CeyGEEEIIIYQQIspJcC+EEEIIIYQQQkQ5Ce6FEEIIIYQQQogoJ8G9EEIIIYQQQggR5SS4F0IIIYQQQgghopwE90IIIYQQQgghRJSL6Dj31157LTExMVxzzTXGWUKICfj000+5fPkyn3zyiXHWiMaTj4UQQgghhBDTK5zn+IiV3MfExHDddddJYC9EBFxzzTVcd911xMTEGGcJIYQQQgghrkIRCe69JfZCiMiKiYnh2msjko2FEEIIIYQQUSQiUYEE9kJMHclvQgghhBBCiIgE91IVX4ipI/lNCCGEEEIIEZHgXgghIuLOclo7OujoaKX8TuPMK8DmWjo6OujoqCXfOC8q5FPb0UFHRwe1mw2z7iyh8XAHHUebKbsSj92MkUrJs+10dHTQ/HDqsHnlh9Tj07rHOG80I21XjJ+k64wn1y4xDcyphVQ3tmrPBB10PF9GinEhIYKQ4F4IMQp/QBDq0364lcaD+yjJScOqGNcXAlL/91Iss4AYM4v+twQxEXPnSpbeYgLAvGglk5bSkdru1U7SdcaTa1c0UUjb06w+l9Tlk2ScHSWSNtfSWJJOkkX3QGX6DOqVQkSbpM21tHd00NFcNiXXeAnuhRATZpqlYJmXTOrGIuoPtVK7LRWzcSFxVev89Wlcl4HLLk7/utM4W0yWV17l9Hn1v67TrzJpKR2p7V7tJF1nPLl2RQ9lzU5yl5nB3UNDUR29xgWigZJLwboETIBn0E5VbgarVq1i1YZSuT5Eqd4DxTT1ecCcQsGeNCJdBhaRce5NJnm3NJo5K7aw45vxeHpe4tFn3mDIuIAQY+DxeIyTghpLPvZLpfxQCbbZ4D7VwO5mw+1SSWDpkkUkL1pAgu4ts2fQTkVhFV3ugKUn5s5yWh+yoeCm+5EMSl8xLhDlNtfSsSEB6KdlVQF1xvkzXj61HZkkAP2HVlFwwDhfTIyVtAfySf/rBZj7q8kqG+ujni4vH68g4+Gxri+EEJNpotc0vVTKmktIMXvofSaLrY2T+fAxhe6vpSMrAXDR9XAWZceNC4ioNC+f2icySTA56Xw4h4pxHtdwnuOnp+T+ezW0t7cH+bSweyrqK0RC6m5atN/RsmuFcW6gW7fw4x13sXB+IkuytvOjLOMCV58Vu1qCnA/ttLfXsMm4sJg+nvfoOdUT+Hm9hbrKUgpyMsgqaaH3orqoKS6NkkfzsRq3IYQYpwRSvmojwaJgkkEyhBBRb/KuadbNWSw1A84umqI1sAcUbwGpx8lb4wwAxQx0ro6GLidgIWVjZJ+Npye4v9pZ5+iqZJgwzQ6YewXYRI03OH9hNysAbt1GvXfa4xKuY3ihUfM9ddr6H7dG9Ysu14k6tn6nim6X+rfptnSKcyJdAUkIIYQQVy8bef87ARMeejuq6TbOjiJLb9YaNV76iPeMM0VU665+lV4PmOJXkrfMOHfyTE9w//PH2Fm60/d5rucqq5R+7CWOntV+8wdv8PLPjAtcQS4NcQHg7aERmx6crP+HgHPi6KBxiSuZB4/2ktl16Y/GmdHHbad0lx210pCJpJW5EX1DKYQQQoir2Lq7WTQXcJ/l1Weit9ReXOHcDRzr9QBmFmWkG+dOmhnR5n7FrhZ22GKBIU5WZrJrIk1upkvqblqKlxALDHU/Subu14xLXEU2UdO+nniA/3yJtQ8cDDEttE2Pt7P+zwEGeGltISMvHZ2CnffBpoVjytrch91OVyG3ppnsRBPgxL4ph6pzw5dJzsgn9+7lJMz1V8nzuByc+HkNlc/3MOwWPWqbewXrmmzyv7GcBXEWlFna5MseXIMnaHu8kqbT/q0qG6tpzklS3/Y/s5atjb5Zw/iXDfw9yqJ08jdmsjw+8Pvc5/s51lhJ1RGHfjMjC6vNvZpu30q3seBmM77L7WUPrnfPcuxfamg44hiedl5zbWR+527Sli7AMtvkT/eLTvp/XU/Z/k60ihdBKCTfW0z+1xdh9R4z7be+Wl9GTWdm6Db3Ix27YfPMpG4rI++rSfi6cXA76f3VaPsH5qXZbL0/naVf8KeN56KDs+317H66i+y6DjLjgYEWVuUHT+FgUve0UrJMgYvdVIzQsVF+yO0Pz0fm1ELK8lb6e0S+7MbZ9yr15TV0ap2sgf68CEWfpsO/x2+keaMZaV3jvBMk31tM4TeXYjWrB2F4vh7PMR5b/jZS4tLILcpmpT6vXnLR/3oT1ZVtWMI5xnNTyd+aw8pFVszebXjcON8MctzCYky74d9qTs2n6FsrSdad03g8uN7twf5kKQ0nDCuMwHh+KouyKX4gnaVxZl9+DictwUzq/UXkrEr2HePAa0HwIwhmbBtyufsuw/VrxDQ0ppGTzIeLyUyxYo4B3mxh1ZaR8rKNsufLSZkLvGMn7ztVhLwqzyuk/mA6VsBxOI+8/Y4g1yfjSoztfqbkU9uqXiedndvJqejRbccrm+r2XJJMIyyTU037xiRM9NOSUUCdO8g9REkmvSCXzBRdPvO4cPzmGI2VwdJab/z3msDzrImUByooWKXtg6uLsl9ZKAv7mja6zMp28heZcJ+qIeOhNuPsSU6XcZz7hu9vSimkosB77XfRtedVLA+r50Qow+6pkTw+WWV0DVuubvg9a9g1W31G0F/78bhwHG+j5p+a6Am2M9q1Ofv+dJYnWbHM9seQQfOP17B8OZ57ikaxkvbdQjJvD3wu4pILR283LQeqsBufYcd7L9iwj/bNyZjcPdRkbCfI2TqicJ7jp6fkXlzh3IQZa17VLlz6yDjpCuKm4Tfexycztw4bnDWJ3JpG9j2QRpKhrZ3JbCXlu/torMkd4zA2yRQebKa+OBPbbbqHd4AYE+Z5KeQ+Uh8wTrH7mWOcvQRgIsGWrVvBSCF7WZI6DM1gNy3aRT5pYzWNlYWkfXn49ymWJJbfPtKtehyUFIoONrPvgTSS43Q3c7TfGJdMenF96LRbV05rYzn5a9SHkoB0n20haV0JjU+EaAumJFP4RDP7vpsS2D5S+63pJfVUT0YTjJg0ShobKVmnu0EDKNr+hRzeSCHlB/U0VuSSMi8wbUyzrSTfW0b9nrQZMpTQZ0kraRw+1FGMguXL6ZQ8W0t+on75aPJZ0vbUs++7Kf6HO1++Lqdyc5J6HjeMcIwfyw7Sm/DY87deUtY+6g8WkW7Mq7PMJKwppLIunxt1k4NR1pTQ+GwJmct0D3MAJu9xa6RkzfA9Hz9FO08ysRnOaUwmzPNs2Bbrpo2Rev3S8osuP5vnpZBbWU95qN+iaHk0yxZwjP3XgkYaS4L1CJ1O+aFmyjcHuX5507C+lvx5uunDfJa0PWXk36EF9gCjttXupu032sPwLclkjrB963qbdv3rp/vpkK8ADMZ4P3M30TOg/tfyxdTg19sNi0jQ0ifUMpmL1B7VGeihaVjkox6nsqf2UbjGkM9MZqyLtbQOdZ2Z6L1GJ2lzJSUZun2Imewh3VJZ9GcmwMNbJ8IIlSaULuM993US86kMuPab+MxYE2Qajk/Q4fm0a3btnjQUksisHH7tx2TGekcu+2pLsPmn+iQ/UE9zQxGZyxICAnt0+af+4VHaqY77uQGUlCLqn6+naN3w5yJmmbEuXk7KfN20id4LDp2m3wMot5J8h3Hm5Ijq4H7Oik3sPtBE62F/B2ytTXXszlvBHOPCXrFbqDN02tZ6qIm68m2s/6uQa2liuX3jXupe8LaLbqe9pZ69GxcSa1w0wAp2v2DsKC68DuM2Pa4t11TK7bG3s2W/7vcebqWlbjf3/EXob0/8+jZqmnT7e7iFul33sDBWt08BbeB17eXD/Hjbi/s5cf+PcVqEjfe46jpCHPmjbwMfy30/8aZpHVtuDdykXxzbDmrrt1Zxj2HumQsjNVS4Avzeqb0pNaH8ScDVlrQ9ZWQnKoAHR2cdpfeuUod6ubeUhuNOPICSmE1JSbBbQShzsMwxwWU3/UfqKNuSpW5zVRalz/So+xJjJuVbhboHpRa6etWnIlO8jdwQ12Lm5WKLB/DQ+3qDWuozr5DinCQUDMPVrFpF1pYqWo47cE3qS64k8qtKSJunPsQ4T7XovjODvLI67G+qv0VJzKYs2HAr/+tGlBjwvNNDy0+2kpeh7m9GbhX2QXVnTbelUbjOuKJC9t5y0m8L9t1ZlB7oxHFJIelbK4M+hI7FrffmkzrXTW9zlW//skoa6NHegpvi0ykI8hJByamgZK1VfSg530tLZR4Z3uNRUkfnOQ/mZYWkxRnXnAbWbPJTLbh/q0vHe0tpOOXtrCKB9C26APdAgZbWFXRrHVa6j1f4zrdVq8Iv4Yo00xdzKVxmov9wBVnec7PSjsMDYCJhQwn7yraSFmfCdarBl/ezShrodmrn4Jcz2TXsHBxP/tYsK6Hk/mQ1GLzkoPNAqbZv6rnf8lsXpvhMchcHe6TVJOZTuTUVi8l4fmWQV9lGvxswWUjdWkH28NNzfNbtIj/VgglwnfanlS+//9bFR5eNK4Xpc8spyUnCdK6TuhItLTPyqDriQD0KZmw5W4M8jCeRX1VIqsUEl10B+TQjt4q2N92ACUtqIRXD8qmFG2cDl5z0NFex1Xvu6793VgJpm0eorvqn6eQvU3Ac8X9vODVwen7WrZXWW0heP+wM0VjJXGgBwNPXHTxgHmY89zM39t97XzbMJ82YTEDmsgX+ACvoMt6AFpy/tw8v1UQhuaqQFLOb/sNVFOj2qa7Tn9aZu4ONuz0J9xqvzyWzdV0Cbv35u6GUzsm8ps1L5tbZAE4cR40zjSaaLuM9970Ukh9MJ8HdQ4M3363KoPSVOgq0315xXDuaF7up8KWHvtR+Co6PcbmbVlK2wYrreAPb9fdl7ZZlXpZPxSNbyV1kxnPO/zzkTxfAkkr+tuF5b87NZkyA+007dXsKfNfmgO3fkUPhCC/lxvvcoL5oScM6S605F3BOrMqi4Cct9Ay6CGgwO+F7QRtvvQtgxvqVoAtMWNQG94nfq6Fhx3qW3Don8C3pnDiW3L2Dhv2bCPrizXbzsPG3TbPmEJe8mk0/aqLph6tDBOqxrN71JKVZC4m7QfcAEGthYdZufvRX+mUjIMbEwpIHuWu+7vfGmIiNW8J9P/oxm75kWF5Lo71/t5r4Obr9jYklznYfPywJ9Q4rUvyl+UPn+40zJ27cx3U8hnju1T6tD4E4bv/WEuMCqtjVJHxB/a/nP89w2Dg/CH9pvpPBYVfXKPP6e75qUOabl/qnr9tF/jIz4KH/UDF5FS10e6svne+m6eECak6oNwPL0rsZ4TFvmKHBLmpyMiiobKHrTe+3u+hu3E6t94YZZwsouWlrPa3upymB5LuDX2it6clqwODpp1trz6fc5Z3WS0thFfZB/+OV6007dQ/nkbdn8g6idVsxmfHqzbz/UDE5D9XpvtONo6uFqi05VGlpZ16WzVZjhy2XP6T3+e1kfWc7de29OLTV3YN2qna3qW+TUVhwR2bgeut2kZmoPUi+XkFBwHe76D5UQd6OFvoxBX3jHz4Fyy0euv8pj61P2n375zrRxPadLdr+mUj6G2Mti3R23a3VrHB1U/W9rdTpqiO6TrRQsamYlgECSzimiXKLBc/xKvIe1KXj+W6aHiqmZUALcBOXY/yV0cBkVnC2llDgqwbpxnGkiq1Pe6tVWkheZMZ9uo68h5p8ed91oonSH9q1AExh/tLhj9bjyd9gpfD+VCyo+bdlRx4Vh7p91yb3oJ26B/OoOu4aoUmhlcIdmWpJ6rDzy43jSA0FO9vUFximJFZ+d/gD7HikLZuvPpSf76Kq2J9Wvvz+YBbbnwxYJXy3WDAPtFC8qYKWE1pquB3YK/Oo9KalZRFphpIl/3XINSyfugft1Gwpoe2cR82nQfpb+bCvie335rD9STu93nPf7cBeWUabdu4rSSkYrkA+SnwCnuM1bK30f29YzrXRo/XlY/nLHJKN8wEW55B8C4Cbs79sCBIwBzHO+5nj9V6tXxorCau1iT7ewN2J87y6zIIMwyK6gLb39WA1DCwkxLvp/qccCvbb6dftU0tFHsWH+tVA1pxCjiHgmpR7jdctCVgHWygLOH8n2WKL+vx38T3OjnrQJiNdxnfuqywkxDlo2bWdJm++G6NpOT6zzZhO1FDwsL9qvetEE9t9/SspJC1OwPSOneJN/uchNV0afOtYk4K8aHA76NqfRcaWKlpe7/ddm10nmtj+VLeWD63YQr6UG+9zg42SUu267umn5cGMwHMCF/3tdWzPzaPM96JpMu4Fbvr/Szs2X1hunDkpojO4t+1g+zfjfQ+RQ2+f5OgvXuZo9yBD2lts0/z1bN8aJLzvPsg/6Dpu2//TlznaPcCFS+rsOX+zmR/dGyQM/PoP2WTTSoAvDzHwykHKS3eys/olzrwL8UuS+IxxHZ+THNzj/85xdRh3w0K+tiAWzwd9vPaLl3n5lZMM/kGbZ4pn9bfvClz+1i086EsjD86el9hfupOdew9y9K0hYhd8jYU3BK6iOsRjuv0M5/PYz43bCCbCpfnjPa6G9QI+1a/h9JaKeJwMatXoAPjXo/Rq6T8n8WsEDe+/kYi3kHCw79CIHQp6XfGl+Sjkfm2BWto90EbFgV7jAoAb+5PH1BuGsoCUDcb5oXRS8WAZbSFuUJ1vnNUuwApmfRWr43Z6zwOYSFicOfzGg5XMv1Qv0O7fvEqTNnW+/iVfxNnI+2t1H0KnG2raVbTR6wGwsHStIUB6slQXZBmca+Lsu+p/TdfrX5X5jxnnu6jZ0xV8/b46Ko4Ge8gcG0+fnb1HgnzDuTqOaQ//3GwNLFXJWckCBcBF1z+VYg+yOvRSt9cbPE4zTy/2R4KVtjmoO6Y9XGLBGqKK+YzmPkvb48PPT/ehTs5qJXTg4NXHW4b//nNtnH1H/a/yp4Z6kOPN34tzsMUBeOhtLqauTzfPx41d99A6zLI8lscBuOl+KsT51VeDXc14WP8yM8SD/diYr4/kNcbFiWfqGH6koLP1hPbAbsYSUA7gvw65j9dSGiyf0kuN/ax6Dg970VJHaaH/QT+QgyZv1flZ1w97We8TMu+MxkHDCa1gwZJEWpDmDLa1i9SXQO636ArnbfxE7menXtWCCBPzFxmu04v/Wg3c3+nh1XfUYNH6xcBllLT56r5efJt/PxUwy8d9qinEMYLeAw2c0PJSYMA1Sfcan9Dn2aT50+vVZ90PHMNLnIOYaLqM79z3cx1vCHEdCsd0HR8Hrz4ZJN/11dHta4vupufFqiDbauOEGmHDTVZ0RT0AdD6ylbLDIV50vNLlu28oc0I3cxzXc8O6u1mqvvWl92eh7g0Gk3QvOPau+nuVG4PNnbioDO7v+sYS9aIGOI+Vs3HzLvbXPsH+3flsrD6p9s4OWJbfhyHkhaFB+nrOcEb7HH3+CfbvLiT7voOcGQIwkbjiO76gzOuelYlaya+Hvp9tpPCfXuKNnjOcOXKQnZt28quLsSOUWA0xeNb/nWd6zjA05k7RTfzx/9lP9n1FPFr7BE/80y7yv/sCfdo5Gxu/RB1yTrPwb//K9xucr5WTV3qQoz1nOHPsJfZv28jB3/0xxP5eYEC3n+F8Bj4wbuOPDLk9eC55cL7jLaX3T/soEj3Cj/O4Gtfzfd60sP7bK7DEAFzg5D//PQff1q/4Gi+f0c60mxax/uv6ear1C70vVwY487MgQfsf1fTwXHIw6B23xTfNoz3gRzHFX4rruez9Nekkx6tTHaebQgda53p5+yKAiRs/PzzcHpffuXwP/zcG3CO6qf93dU9M8clkGr/OV5rj4nSrvz1fz2/eU7dnSiJ9by7JxvUm0+KVJMwF8NB/rC50ugG4Gzjr7ezvz/46eAlVUG6c/+2/AftvgmkkzVOPmfM3bSMOMeTo6teCgvFz/CZ0iVnve9oDwOwb0cdvvranF9/i1yONC3yui/6J7uBkOHeWhlA/ss/bnMV4nkaJd/tDdBBkx+G9Vzj76TJ2TgSAA8f5YOdgGELkb+sdSdrzgoOzL4ZKdIA2TmtNU4ySv5qglQye5dURqgrbz2knl2JmgXHmOBzznqxzl1L4cHrogHc8XL10hMorp972NSmyfEF3FHzXITdnfz1CGHXU4SvNMwepVRiK+70PR3+x9e5btIx0GEfg/mm3L9hJWm28MtpIS1JT2HXqxRDnsNFE7mfd/LpfO2MN1+nk1eo56/x9Jw2n1Zd9xmXSk7RAs/9EiIDWzdlfjfQr/N/PTVZ85YeTfa+5+Bbdoc6zSZL6BW9EEI6JpstEz303b50c6S46iuk6Pi4HPUGv2W7Ovqell8fB6RAvxbq1YNZ47x7dWVza5oe/8PUbz3ODr2bUxR5aG0OtHWiy7gVu7zNx7I3Bj8sERWFwfzsL52klsJ4+Xqt+I6BEdOiVRzn6O2+iWVkYbo2HoZd4rU/b0k1xhpLYFSR+QQtT/nCGw88bA7U+Dnbri3UjwcnJnx8NLP0deo6+/1f7/w3mgF42l1i9F7sB/u2fT+rmAAzx0i97wypJHp83eHRTBhkbMsjb6x01QDft0TcMy0fQiMc1lEQ2PbKZJXMAPAz8/B/Z9crw1Dr5szdQK2DEkrjS2KL+LpZoN30G+zg6fHV4poiMDRlkbCjioHe+btpzhsWjTopWVQ5wvdul/meeBW8/KwkbWuno6AjxKcI2W10uoEp/WMwk3JFJ/gNFlD9WS21DM+2H2+k4mOZ7KWjkaOtRb5JBquZ7H7RwnqZNfxM83ID9TfVaoyRms+9QK42PFZG5dFIfwVXz5mhp6cIZxtvltz7UblSzYoP2P6LEJZGWU0hhyT5qn6in8VA77e0d5C8K8spPsXCj1mGM+4MgPTbrnfow5A02PG4+/L/GaX49F4JtXcHyJ9p+vz9ayU0PHwbLi1PM/eFbxkl+E07D6TXib/Ma+pBQZ9KHl4IH2H5jy98LbtLys8s5apXd97wvtwwSzFqenm2jZNi1yv9pzdBKYWbfGLS0ZqwcT7fQpZXuWu4opPloM/V78kmLm4Q3iRfeQ7sqB/EeH2m13gL4rkMKtoeG/37fp1XtbR4UbvwzwzYAFCtJa7MpfKCEfU/UUt/Yqh7DzckhCh38PP/tHH/+cDfQrZXiWZLSAh+q7/yGOpQaTrp/GmbwNcH7Wefpt9SXGZYkUn2lvFZSv2hRqwT/qgdaz6r3poBl0kj6gglG7EDOieOIcVqgzne1AER/vk7yvQa3i7PGaRHi/q8wrj0TTpcJnvu4cf3OOG0Mpuv4jHi90Fz6iPeM0zSOS6PnWvNtKWTeX0jRnmpqn6in+XA77UfrSbvFuKTR+J4bEv5Uu46O+tzgN+n3glDHZYKiMLhPxOJNiQ8c/GrYg9oQZ5ze6h1zsAR50TPnr9azZVcVdQ0ttB5qVT8v1PO38VrF+lmK4Q15AmZvFfYPBgk2yN3QgCuCwTLAEK5QT0PD3M7N3jT6g4v+YDvWOTjhEraZZuzHNZhE7vvJj1j/5+qNc+DnOyl8KsQV9O1neUN7kWT68yXcp6/1n7qEBO1v59nD2kuAq0vyX96qVWlz4vBWG5xvDlLtfbIopDxQS/PRZmofziczIw3blxNIiDNjmmWCkTqeOtfAsT5PkKr5NtK/opX7nWw0BCS91G3JoeJwP67L3p7O08ivaKb9+WoKUybxl3qrHeLmwxBVMMOSmEl5QyutDdUUbUwnPTWZhNvUoWdMJoKn0TLvS5qRb6DTZ6nvnhBWYCmi1Pjyt/VGLR+G83AaQmSrx4/Abafse9tpOO7AfVntMNC6LJOihlZaD5aRGaTlYUT5rkPjlUTmnnpaD9VT/YNc0jNSSb4tAatFGfEY6nkufWicNCZNv9Sabxiq5qf+b63pkW40lFFN9H7m7TUbC/O/pk1T0ph/i64WktvOW+9oy3h71Vustbf39HP6kH9zk2Ky7jVe/+MeuXQ5Wkz43Pdy4w73/ArmCjw+Skohtc0dND9RRn5WOmnLkki4zYp5ltZzfRjXhbEb33PDtN0LxigKg3ud/xkKGjQFtFsOGCIlkfv2tdD0o03cZUsk7uZYTLNM6ucGi9oT7ygi0hncpPuMv9O9EC8jQpuM3vKn2sSPqyqW1bt+yD1fUqPyC90H+PtQgT0AQzx3ckB9825K5PaN/kr/C/8qTmvG4eRMW7Cz9ErnD4o538+r3puQa0grdfHQc8DfC+xIn2DjPgdjK6mlLCNB7RHb5aCns42Gn2xn+0Na76urWwide900dKvVH02JNn8Pp8vSSJoLeHo5FnRYJBed+wvIWp1F6QE7vU7115nmJpFeNsJQUmP1kbeZhsKNQdqKhkXJproqH1ucoo6n/mY39uY6yh7a7uu1ukLrgCeA54/ad5swBe2nQ0fXFGNaxHzWOMUgcJgqET0mlr+1oaqM0ww+G+LccHt7g33HTl6Qa9TwTwGj998eJncPTQ/nkbEhj6rmbhxa2YUyL4X8qhGG7IoE33XIiX2T8TcH//h7+FbIrqkkf5kVJQbczn66j7RQt2c72x/Uepuu9HaeFUGHu3hLje51VfPTSfuKAvrRUMIx4ftZGz1aTQLrbWoXgsq3k0lAX93eQafWs741Pk3919vUZPBsmM0Hgku5WSvuuPSRfwzwybjXTJORqm2PxcjpMp5zfxJF8fEJalkJtWXpJJiByy4cpzppe6aK7Q9t9/VaH/bLtjHx8EdvH22zRhsE1W9a7wVjEN3B/edih7ehBhbO0RWh6t74xP3dg9yzQGs5/+4Zjv50f0AHai+c1Q7aCGLNUdYIcs7N3G6cdoWZjOMKkPi9H7NZ6zTR858v8Y+7Dc0ggnn+V3hr/cf9xTrtfIxjxW1aYPv+73gtoK3+1SHpgXyWzlX/7/j3en87bV+VYxOfv3XEykpjlE12iprm7hNVZGTlsb2ihqb2HnpOab2vzlNGfrhvfFWrtptA8rfVJVPXLsIMeAZ6Rmnn6aL7UBVbczLIqvAO+2XGVrBrTL39hzTobU9sxhLGw/znvdXU3S5fwJO8NY0kE+Bx0PZgBjlbSql6soWuUz2+XqtvnBUkNPeNehDGMdM1xZg6nb623MotSSNXgWO5v+bXGF3wViscsc1gMjcG6bdTTNT48/dbWq/E3GxFDY1C0VXTNHjbW7XVbAkyNNwUcTuwP1lKXlYG25/Whv4zJZC5I8jQf5Givw6NNbBYvJW0RLVGnKN1Kxk5BZRW1tHyeg89v9V6m75hKl4OtmH/jforfFXz16UwX1FLwr2joYRlwvczNy29Wn8vf7aIVF9b+sDq9j0n38atWyYtQc0LwYfA8xot+FNY8Hntau1y+u/Rk3CvmWon3g/RGVtQk5AuI64fYVF4fEaS/a0UrWPIbqo2ZJH3UAU1jXZ6TvVoHU5aUT5nXGsydPGe9txgsswPu937ZN0LlBjtuITZCeRYRWFw34fT22PeTVa+OuxBKpaFFu/j5QWcvtoWC7n3r7RXAe8eZeemnex//mhAJ2rvh+zorR+Xt2f6G8wsNMwFiI03T+JQaxP1GoPejotizUFfgJAaF7R9YuR6y4+UiRxXv9g7d/ND7+gCF05y4KGDjFRm7/cyL/2HdkLG3c59tsAh8Jx9RzkTsPyVT1lTTlmGNt64s5O6/fpyEG8VQ7B8xds2bRLcmYTVBGpnOcEfeJQVt44SePof+hIWZaP4SnPGMCwS4OqsYmu79puV60PkszF6vYe33ajNBmy5QYMYHyUXm9bfg/P3nb5SqKW3ansy2E1N0JPbxoJbgj1an8ChteEZ7Zilf1Wr2jrFzno7zLllAekheigGYF0qC7S2r2Plb7c3wsPhvBS0524xmSaQvzsHvT2wz2fpOuNcnXm5JIc4d7p+87ZaWjbaNqaEm57nt9PgrWVzgyWgv52Iev0sb18CMDF/6RhfWy61+jo27A4ymgKALenWKQjuobNdG/7Usoj0ZZB5h3rd0o+GEp6J38/c9rfUJpKzb+WvF2eyaJ5peHX7V07z1iX/MglxEHoIPC8LCSkj7JGSyQLt0cnV3+WvrTAJ95qp5v5vt5o/w+qEc7zpMoFzfzJF4fEJLVXrOwLcva8G73leWcmtWkHRZLP/XksR7ToQjsm6FyzVaod4PhrLi6nwzYjgfuCCd2zvWCyJQUNRnTc4c04rKjUlsro4cPzy2Dt3sPpL2u1hyMGZY945c4jVOoXif4aGB26x61mRGCo8f42+d7XS35uXcM83jcslsskWb5g2vU56n8ZNiXxt2JCAsaz/WlKIlxGT0Vv+xLnc3tJ2C/FBeqL3m8hx1XxpEz/+uyVqpxaeAV7asyt4B3gh+DvWm8OiNSt0Q+BdYOD1qym0N5O6rZbGYpv6kO3pp6W8wtC7uoOW/9AuqHFplGwOGGcpgHldGdUPjX6rDmTCNCfI7U5JY+dabRz0Efge+uKTyd6gleZcPIs9RA+wU6eNF0+oedqUmEllyHRTSCtJ10ro+zn2syAddXxOIdjaSZtzfbUtAvXw6u+1G9AIx0xZU0724iBpPwW6jvZqtQuspO3MD/r7UNIo/3byyA9DIznh7QXZwtINQcbqRSHzgZXjesAfj7FUJbxyjCN//8zbQ7pC8rfL8TZbDpRE/s600MfuUJdWq2ekbQBKMrk15eQbp18xWujqVZ/AlcXZIzQ7Ukj+bjXl9xunAygoxkcSgMR8cpcFez0TAcfbOO1E7Zzxq/ks/aIJ42go4ZmE+9m5TnqdqEHnhkXMnwWegW7DS4YWTp/zqMtkLOLWWYCzF/soba6tq0tCNNswk1mm3SdwcCygA8FJvNeM0bivad4RRkasVeU3vnSZjHN/Mkzf8Ykk06wbg95T0x7SahxGgOPpV7V7g5mU749wXdeblHuBwgJt1AzXu2F23jlGMyK4H/ztoK/6c9zXf0J9+Q62FGxhy/d3U1XXRNXGwOVf/sVJX2dwc2zbeObAbrYVbGHbrjqe2aoFaYDz2HO87FvrpL80+8+/yt57vcvNIX7NFmqe3kTCB979MBOft57bkxOJ0+LCw8f6tHmxLMx7hprvr+f25IUsXLOJvQf38tXZQyGHLouNS2Rh8sKAT6zWxxuYiA2YFz8pPSee+cUZXxpZ1uylvnwTq5MXsnD5erbtf4ZN8Yxe5XwaHR3wtlOPZeH3mqjZtU09J3bspa6hjh2+URAmdlyJXc3uh9ejvtwcoq/1OU7OCjxW3k+ibyWDt5/l5H+q/4398mp2eIfA+0M/b0Qm304f0+dJXpwc8EnZkE/Rnnqa25spWZegXqAv9dNWEnzcUMf+RrrUOqUkbKik8RF9788K1pRMih5rpnFbCtZQF06jV3q1qvAmkr9VSeEaq3ajULCuyaf6qSJseKuzjeB4Pd3vAFhZ/k11mBTX6V8ErTaV+nA99XsKybxDGxoFtO8rpHKVFiYMnsXuX2VCuqub6Dam223eb9bS7YlGipYqgIf+w9XU6dqqnXhbuyLcspKSPdnYvIH8XBuZJfVUbrDi9o5/ZdD9T97xctXvri/J9K+vWEnbVkvj920oAxMfCm9cjlfSpo0LaorPpPJgiW7UAjMJawupfbYIm9JPv1bSNmanGunWLkvK0kJqdWmoxKVR+EQj+YvA7RvLPRJO+JogmJLSKUmdomBouk0kf7sbaOrSzkqzjaKnqsnXr5+STfmzlWTGu+k/F3QLQBs17WqfHJhtFD1bS9EG7SUmwNwE0u4vp/7ZfWQnjjNACSK/spnqkmzSvuzdXwAztpxyshepU0IPhRYZbQfsWidwZmzfb6S2WHctwEzC2nzKDzay794kbtT3YaB7ObaytJxsXf60bSih/tFMrG5XyOeoydVD40k1KLd8ZaUaLJ/vxR7OkGAGE7+f9WBXo3ssX1FfPjp6h79kaNOq71sWJWMG3P/330OOOKHy4CGBzL2B56r5tjQKn6gnXzt/XF2N1BjaNE/0XjM2k3BNO/UW710CsJKwwTjTaPzpMu5zf5JN7fGJpE56tYJT06JsKrel+fKIEpdG/mP1FC0DV6Tuqe4mag/rruuNtRRt0OVTxUrS2nz2NdRT5huaczLuBWlYbwZw87aWryfbjAju6XyBrne9f8RiSV7BXd+4i7vuXEJi3Byst+pHcAe6H2Xfz7WOzIDYW5ew+ht3sdoWR6yWoTxvvcS+an1kMcTzbSdRK1DPYeG3d9PU3k57exM1W+8i/gYnJ385gFqHYA4L795EafmP2KQ1qhj6+T9ysFurfh0TS/ydmygt38veretZ+AUY+MWveN/3XYGW5P2IveV7Az6rfRUU4lgdMO9BRr02heN3+3VpZMKSvJ5t5XvZu3MTq+fH4jx5enoewsM09LNfaePTA6Y5xNtWq+fEioXE3RxHnG/80IkdV2x/Q5LvbUosiVm7hx0r7+dHeaEG0hvi+e4+Na1jF7LiL9TXjEN9vxpjZ4Yzn7I4l32P7Av4lG3OJG2Z1TckkOvNNiryCqg5HepBuZOyXU2oL8FNWBarvT+rQ4i0Ul+WT9qXzZjw4BwMt5WY7iKtJJBeXE+rd3vFmSTN7qdl16thnPPekhgTFosS5O29jsmMdVk6+Q/X0uwbAqWV+uJ0EhTA3UvTozWTVxXObaf072ro9g6NtTiToieaA9PtNvVm7mivoPhAYNXXHt0DgWVZLuXPa/v8fDn5qVbcx2to+H2IR2t3EyXVnTi1AMuamu9fv7WeonUJKBe7qSnqCR5gRZybpp01dKo7iGleKvkV3rRppvYH6SQoLrqqi+n5H+O64XJQ82SbL8jUp2FrQxHpt5lwdtbxagRqMvm5afqllsYmC6kl/uNfHmpc8CvCxPJ3d0UFTX3amTk3iUz9+mW52G6B/kNlNIcaxwlwPFlMTadT3YfZCaRtLvfn++drKcqyYZ0NnHcSft/Lo7jeTFJqLkWPefdXPZ/LN9qwmMDj7KRuz/BAMKLO1VHsvRbEKCSs0V0LOpqp/UEmtnkKXHbh1F++T1XTdFytX2Oy2MjV5c/yzalYL3VTU68NDTcFfMOfzjVjNvYNMyYTv5/52tTPMgEOzgapn+ytvq8u4+Gt06O90nFgr+7GpQSeq81PFJF+m/ZiqK+JsrIg25ngvWZsJuOa5q3ZYGL+oiC1IwJMIF3Ge+5Ptik9PpHV9ESb9sJEIWFdEfWtanq2NhSR+WWF/kNlEb2n9h4opqLd4bu3pG0u8+1DR2s91T/IJDnOjK88djLuBXeqNXTwOOgdZVjG8ZoZwT197N9WzstnnQzphzy47MFzYZD+94e3me57qpDcR1/i5NsX8OjW8VwY5OSLj5K7bXib6aFXdvHAoy/T976uzPqyh6H3+3j5Hwt59OcjDWc3xNHdD/Dov/bh/IPu9jPkpO8X+/iHn3p7sJw5+p76e3Y98waDF3R75rnA4LGD7HvU/yrC445Mm48JGXqJnQ8f5A3D8cXjYej9QZwX/Q1bJ3ZcJ8fQT/0d62lT6P8/V1poH4LHg9vpoKezgarcDLK21NB53riQQV8DW3O2U3OkF+fFwJzjueik/3gLVblZFDwZfmjce6CA4v12+vWlz5fdOH/bRsV3CoLWIgjG8fQxrZQaGOimIcQb7xNH2+h+04nbMB60x+Wg50gN23O20hDmd4btfBul92ZR0dxNv9MdmDcuuXCcslNTnEXeT7qGB9luO6V5ZTSdcuBr9aLtb9fT28l72M7/p1/ewH2kgpzvVND2W2fA+rid9L/ewPa80uBt5qaK205FTg4Vhw3n1GU3zt/aqXkoj7IjZl/nPB7POHb2eA1bSxroOucKvO+4HHQ9XUpBhT3i9wH3oe2UPNmNQ7/7l1y4ZuBlfDJNLH/30lCYw/anu3AErO/Bda6bloocCg70+juUvDSkvTDWc2OvyCGnooXucy68nSaDtp3BHuwHSsm6t2zSStKPvWynZ3D4d7md/XQ3V5CTUzEtec57LWg57sB1yXD9djnoOVJHaU4WZa/o57ixP5xH2fM9OPT50+PC4b1+RGTIqxDONdA94P2jn+6go6GEaaL3M2+beoB3ztIW7J7jq77P8Db5IXiOlJJXbLheXfbgdvZif3w7OYUNhAz7JnKvGaPJuKa1nVJf/ilJK0dtdz+RdBnfuR8BU3h8IqqvjoKiGuxvBt5T3c5e2rTrcmS56fpJHlnFNdh/a3ie811rq6kyXssmcC9IX6X28TG8+c3kucZqtX5qnBiMxWLB6Qz1XjyQyRShBhIRN4f4BQrOs/5mAuGLZc5NcOGDsa85LW7dRv2B1ViAoe5Hydx9JQeiEzmuYxHLfT9p4p4vmeCDN9h1XzknjYtEiCfg6hLaWPLxVUvJpbo5mySTh97GLLaOpfdkMcOlUn6oBNtscB+vCHuYRXF1yK/rIDMeGGhhVf50DGAkxARtrqVjQwLQT8s0DcM1PdLZ11pIsuKmZ38G24395Fy16SJmFN/zZYjzNAzhPMfPkJL7meICA+MOAIeiJ7AH4u7SxkkFnINXcmDPBI9r+GK/+UPWaZ05DnY/N2WBvZhc1u8uVztwcZ/lVQnsryzzkrlV6y3f9f4J41xxVcv0jXLi/jBECasQYobydjSnkLx+CoeHFGIMku5fqT5fvnOMhnEE9uGS4P4qFPsXW9hxp7fR/yB9rxoWEGM0hyV5VTzzvYXqCAR/OMnz/+ztEFBEFxt5f60+Frh/38UUt2YVEWb7VrL2UtNJ/3F5cSP8lJzlLJgF4MHRO1ndYAohpkp3dRs9biBuJYUbgvZeKMT0UbIpWGUB3HQ/Xxey6cdkkOD+ihXH6o1b1B7mC7axe18NNftrqGtooeXHd2m9w8OFf3ueJ942ritGs+SbO9i7v4aauiZaDzex++5EbWjBC5x8+tErriO9q4WSk60NB+fk2DMS2l9JlDXlFKWqob1n4BiNowwjJa4iiflUfksbSu9iD62NxgWEEDOeu4XdL/biQSH5WztDD1MmxJRTSCvJJMkE7tNN7D0S2cIFCe6vWPH8zZq71B7mv7GaJQviiZ8fT9zN/uHchs6+wD/+o4Sh47Fw5QoWzo8nPm4OJu+QJ5ecvPHPD7DrlUg3ABCTTx1eqlZ7wHcdbxqlgy4xs6RS9nwz9Y+UkL02mQTf8ETqEEf5e+ppLNaGq/H00/ZY3eSNYiBmvPwnWml8opzCDSkk+YYpAyUuhcziapqrMkkwAbjofmpv0E6QhBAzn7uxhJrjLphtI78kLcjY6UJMPWXDLvKXKuDqpq6sJeKdHEqHelesFex+YQdLbtD+vKT15v8/7zN4rpdf/fw5Xvo/w/sDFuHZtL+d9bd68Fwe4v3/18HAv7/G8784yuA0xfXSod545VPbkUmCborH2UlNwfT0Qi3Gy99R3oguOen85wIqIvzWXMwsvo7yRnLZTe/zJWx9JpKVJYWIMOk4LjhJF3GFCOc5PiLB/Wc+8xmuueYa42QhRAR8+umn/PGPw4eLDGYs+fjqkEvt0WwSYtSHe8eJFmoeaVLb7YmoYk7NpmD1ShYlWTB7hzRDG1L1opOzJ9r4Wa3WJlNcVZRF6eRuSMOWZMWsmPy1rS578LhdOHqP0VxdN/oQnkLMdBLEBifpIq4Q4TzHRyS4v/baa7nuuuuMk4UQEfDxxx/zySefGCcHNZZ8LIQQQgghhJgZwnmOj0ib+08++YTLly8bJwshJtnly5fDDuyFEEIIIYQQV66IBPdoQcfHH3/Mp5+GVTFACDEGn376KR9//LG8RBNCCCGEEEJApKrlCyFmJsnHQgghhBBCRJ9wnuMjVnIvhBBCCCGEEEKIqSHBvRBCCCGEEEIIEeUkuBdCCCGEEEIIIaLcmNrcCyGEEEIIIYQQYuqN1uZ+TMH9aBsTQsxsko+FEEIIIYSIPuE8x0u1fCGEEEIIIYQQIspJcC+EEEIIIYQQQkQ5Ce6FEEIIIYQQQogoJ8G9EEIIIYQQQggR5SS4F0IIIYQQQgghopwE90IIIYQQQgghRJST4F4IIYQQQgghhIhyER3n/tprryUmJoZrrrnGOEuM0aeffsrly5f55JNPjLOECNt48rEQQgghhBBieoXzHB+xkvuYmBiuu+46CewnyTXXXMN1111HTEyMcZYQQgghhBBCiKtcRIJ7b4m9mHwxMTFce21EDpsQQgghhBBCiCgVkShRAvvIkvQVQgghhBBCCKEXkeBequJHlqSvEEIIIYQQQgi9iAT3Qggx7TbX0tHRQUdHLfnGeWGxkl3ZSkdHB601+ViNswWQSvmhDjWN9qQaZwohhBBCiCkkwb0QIoR8ajvUwG1sn1bK7zRuKxqlsXyRAoCSmEyacbYQQgghhBAziAT3QggRlJ2ePjcA7r4e7MbZQgghhBBCzCARGefeZDIZJ0VYLAuzHuS+2xUcv3yO/f/aZ1zgiuPxeIyThBjVWPIxmElYfCvXGyeTSuEjaVgBx5Ht1PzKOP//48Pf9+JQ4+Lps7mWjg0JQD8tqwqoM8y2rikk/xs2Fszpp/reMjoN80U4Uik/VIJtNriPV5DxsKSiEEIIIUQkhPMcf2WU3H/9h/xw4+0kzl/I6r/bzo5k4wITtYma9nbag3xadq0wLizEFcJF/6keeoZ93HhfLXmGjPN66Dk1AwL7MCTcvhLbbRYU02eMs4QQQgghhIg60x/cf69GC5Rb2D3e/phuVoj1/XE9sXMC5gaxgt0vaAH645uMM4UQQgghhBBCiKgy/cH9ZPiXl3ntXbUsceito7ww6TVDD/FY6U52ej/PnGHIuIgQQgghhBBCCDFNpr/N/fdqaP9mPDDEycpMdk16YB7MCna/sIMlNwD/+RJrHzhoXGBkqbtpKV5CLDDU/SiZu18zLhFx0uZejMdY8nFo+dR2ZJIA9B9aRcEB43yduankb81ieZIVy2z/dcFz0YnjtJ2G2ia6zwesMYw5NZ+iu5ezIM6CMkubeNmD+7yD00caqG7sxmVYB0K1uffveyj6tuP5dR1kxgMDLazKD2y1b5ynLEonf2MmyxMtKDHqMh6Xg7NvNLJ3f2fwfQzXuNNxeJt4c2ohZXkrSbKoIwFw2Y2z71Xqy2voDLqNkYSzfQ+uwRO0PV5J0+kR2msoyaQXfIv0pQuwzDZh0tKQSy4cvcdoebwB+6B+fYXcmmayE01wqYe6ddtp0c0NlM6+1kKSFXCfqiHjobaAub5jd5sFxZu8l1w4TrRR809N9AzbbePvdpL5cDGZKVbMMcCbLazaYuzlQQghhBBi/MJ5jr8ySu6FEDNOUtY+mhtLyFyWEBCQAphmW0i4I5fyZxspWaMFgcMkkflIM80lmWrbeG9gDxBjQrEkkLKxnMbGEtJCbWKKKGvKqH+kkLQv+wN7AJPZSvK6EhqfyCdJv8IYTDwdvT5LWkkjjSXp/sAbIEbB8uV0Sp6tJT9Rv/xYhdq+CfO8FHIrKkNuX0kpov75fRSuScZq1gX2ALPMWBenU9TQSPVGfSq6aejuV/t/mLWApRt0s4w2pLBAAXBztiMwsE/aWE1jpXbs9Mk7y4z1jlz2NVaTG2K/VZ8lbU8Z+XdogT2Afv+FEEIIIabItJTcb3q8nfV/bpwaygAvrS0ksGx9EzXt64kPmKb5w0kevWcXw8rSdaXt4RixRH6cJfexf3EPD373ayy61UKsN4mGnAz8xy85WP0CZ8ZQ119K7sV4jCUfhzZ6yb2yppz6YhtmgIv92H/WQMMhrYR9bgJp38wnOyMZiwnw9NNSVEBdwCAXCml76ilaZgbA/aadpmcaaDmhln+bb0sj87vZpC+2YAI8Ay0U59fRq99E0JJ7v9Q9rZQsU+BiNxUbSoP2lm8snQ86751++ucmkHCpn7anK2lq78cFmJdmUnB/Lqnz1Mzu6qogqyzYt4Q28XTUlTC/44RbLHh+20JDVZNaCj7XRnZxEbmL1XT29DWQVdjEsILqkIZvnzfbqNurlbLPtZG9tZDsZf7jVJBfh0O/icR8aqsySTABl5z0HG6i5md2tVNGxUrK6kxyvp1GggLgorsyj9Ij3j30l8h7Ttextjh42X1mZTv5i0xwvovSe8vo1qbr09dzrpOGJ2u1c8yMLaeIwm/Z1LR1dlKaU+FbL+B3D/RDvBXXkRrKarX9FkIIIYSYZOE8x0vJ/RRJvHsvT/74Pm6frwvsAWItxC+/j70HSlkd7psHIWa0dHYVaAGpq5uq7xRQ5Q1IAc73Y39yOzlFbTg8gCmB9C3ZBJQ7r9tFvhbYu45XkbOlyhfYA7jetFP3UA7FrQ48gCk+nYKc0UquI+SWBBLc6u+s0QJ7ANeJFio2FdMyoL6IM6fkUDgvYM1RTEI66ii3WPAcryLvwTp/9fbz3TQ95N9HU+JysgNXC5t3+zlbagK3/3AJbd7txycballYKdyhBfaeflp25LD9SV2A7HbQdaiKgpwqui+iBd1bsfnWb6Pr9+rCpqRQ+57N8iT1ouv493pdgO5PX89AC8WbKnTnmIvuxlIKqrvVFx2Wpdy9zrdiACU+Ac/xGrZWSmAvhBBCiOk1LcH9of26zuleGdSmDnHmGd103+cxDhnWH9bBXelznPmDcRmD7oP8Q7DlB48G+c6d/EP9ScMGJuDWTWzJWcgcgMtDDLz2HPtLd7Kz+jlee0srrr/pdjaV3GVYUYjoo2xc6asC3f1UKfZQAU9fDXXH1WDKlLicbF/Qp5D7tQVqkHqxm9qH7SFLknsfr+PEeQATSctDB7aR5abnp6F+Zy91z5zQAnIrC8bQfmDi6Wjg6cX+SLC0dFB3TKvejgXrncb5YQp3+8t0s5blsTwOwEP/4QpDrQMdt529h3vVbViW8g3dPrZ1nFW/05SALcc/3UvZaFNfHuCgp81fZ8CXvp5+2vYaan1o3EfqOPYOgMKCOzKNs1Uhf7cQQgghxNSaluD+wltnONOjfdz+6uWeD3TTfZ8BLgSsDXCBgYBlnL5xt0MaGqQv2PJ/HArynWfoGxxDHflRrNi4mngTaqeB1RspfPQFjvac4cyRF3h020ae+526N7ELvsp9Unovolz64gRMAM4TvPiKcW6g7l/3+gPfDO/UdJLVDIPz1ItBq8v7ddPxe620NW4B6cbZU+HiWToPGyfqHP81b11U/2uJW26cG9LE09Hg3FkaQkWgfU5tfYUbR+ptcCTj2H7yVxPUmgmefo4dCKisP4z7mbNadX6FW5ck+2e88gtOay94EmzGsnuFTC0dPX3HaDjnn+NL38EemnTTAznofUerGfAnluAvj959i5ZQv1sIIYQQYgpNS3B/dVnI0nlaxP5uFwdfMb40GOKFl7Wh9UxW4v/GMFuIqGLFcoMamHsuvE2PcbbR6+9pQZ8J0/XatHkWzCYADy7HqFug630tuDeZggdfkfaBA7txWoBOHB+o/1NutBpnhjAJ6Wjg/vAt4yS/Ux9OuOR5PNtPMKtNL3A5g5acB3qLD7WXJMqsObrp3bT9Rm1/Zoq3BVbNV7KxJZoAD2dfa9Dtgz99ic+ktaODjhCfoqXaWTXHwlLf+n6e/3YG/W1CCCGEEFNNgvuIS+Rm7Tl0aPAM3kYIAToHUR9NYzGPqU2uEDNNAmYtFvL893vGmeGZb9aCdA8fvW+cebWYhHSMAubrtQB76MPRX2CMoOdn3WqpvqFqvvLtZHXYQ/dZugLad/nTd6I8lz40ThJCCCGEmBYS3EecgnfwgFjbDtrb24N8QvT8L0TUucDQJfV/pj/5vHFmeFxDWkmoietvNs6MRil8XnvB5/nI3yngyCYhHaOA2zvqR+yN6Craj925NnoGMVTNt5K7VG0D4Dr1IoED4PnT13O6jlWrVo3+CTGighBCCCHETCHBfcS5cGsPkUJc+Xr4UOus0jTn1tEDtsU3+kvp/0ub5qvCbcJsHXULJM/RimAvfeTvSX4qjRaYKguweGufv+vvq31kk5COUeDtD7UK7WYL+hHsg/s8189S/+e+0G+Y56DhhDrNVzV/XjrJcQBOTrcb012XvnOthNtYQgghhBBiJptBwf1nMM02TpsCn4slzjhtUp3E6e0RcOgMT6xdy9oRPoVPGVYXIsrYf691jGZZRLq+Z/QgbGsXYUHtUO20r9q0nbNa+xXLV9J1w54FYyP9KxYAPOdOE3yU8wizJJAyQnMa5e4FWvDoov/4yJ3G6U08HWe+rlNv+3u63zhyPXl/r/dOel8fno7un3bTqw0JaNuoYF1vU9N9sJvGU8alwd6vjRN7ywLSRzh+QgghhBDRYvqDe7dH67neRIJtPVPTWby/SiZfWMj6Lxlmj2bAxUfaf2O/kDTKy4FBXvud9hAZu5B7f3SXOiSeEFcox9OvqkEWZlK+X24Y11wnsdA3lr37VCtNvhkOGl7Vhj2bm0LRnrSQHeUlPZDP0rmow9H9wr+FMTGZuNE4bUyspO3MD17yPDeTXRlJWq/sx6g/blwgtImnYxQ4/CInnAAmkrIqyU80LqBR0ti5Tk1Hz8CxoME67ga6BzzqvWRxNpkLLYCH3tcbtF72Azle0trpj3T8AOamU/ZYCanG6UIIIYQQM8z0B/e/OMOAt9nlX2yi6bkadn9/C1sKtrClYAd799ew4+uBq8yZv5CFyfqPRX14BsCERT9vQVyQFwZn+NWb3uJ0C6v3tVBXvkP7zi1s21VFzY82sdCwls/bZxjUqnQSdxc/ObiXHQVb2FKwjd376mjad1/A4mcO/Asnta+b81dbaHqhjt3fv4fV3n1cvp5NBdvYdm/IbxQieribqD2sjWtutlH0bC1FG1KweoPTuQmk3b+Pxqp0rCbA1U3dI4Gtmd2NtbRpFwbzsiIanygiM8XqC/LNt6WR/0gjlRlWTIDreB17RxkuzujEu9pLt1kLSH8oVR2SbTw8HojPpOKJIjKXerdiJmFtIbVP5ZOsALjo+llN0CAzpElIx5mvm+rGbrU5hSmBzEcb2Xd/GglztdmKlZQNRdQ2FmGbrdZMaHusLmQ6Nv1SHfPe9IWV2Oaqy/e8GKIv+3M1NHZpYwzEZ1L57D7y1/jPMSUuhcziaprrC0mJG34XEUIIIYSYaa6xWq2fGicGY7FYcDq1h+FRmLw9yIUp8Xs17P1mvC5AD+Q8kk9etb+f+U2Pt7P+zwMWCe0PJ3n0nl28Zpweu5rdT25jSahi9EtnOLhhJy8Zp2sSt9ZTtUatDjxMsO/80n1Uld1D4g36iYE8/89BMv4+1DcG8ng7ohJiDMaSj0PLp7YjkwSg/9AqCg4Y5wMoJD9QSXmGNpZ4KOd7qPvRdlr6jDMAJZnCR8tJv23ELeA6VUfZQy3Dh1LbXEvHhgSgn5ZVBdQZ5yuZ7Gv0Bt9+7uMVZDysBsn5dR1kxgMDLazKD9yCf14bVf+1nCKt9Hw4N72NJWx9ZtgehmGi6ZhK+aESbLMDf9dw4RzTYCZn++Z15dQ+YMMcEzg9wCUH9ke2UtUVIlgHIJ19rYW+Y+o+VUPGQ4Fd6QVKIremguzEUNUiVJ43WyjYon+pEO7vFkIIIYSYHOE8x09/yT3Q91QhuY++zJnBCwyLWS954HMR6O5o6Ci77t/Jc8cGcP7B8KWXPXgYeczsvupCyn/Rh9MwbL3n0gUGz73PHwMnw++eo+iebB598SQD7w/huWyYf8nDHy+P+PguRBRx0/N4AVnFNdhPOXDpO5W87MHt7Ke7uYKse4MFpBp3DzVbstj+uJ2eQVdgnvG4cb7ZTUtFFlnBAvtwuFvYvrOO7kFdsHjZg+uit1ZPuDzYH85j+9NdOFy6a4nHjfO3dmqKc8YZ2DM56RgFXIdLycqpoOV4P86Lgddjj8tBz5Eatt+bN0pgD9CG/TfeZdyc7RgpsAfopaEwh+2P2+l1uoOfY5V5ZAUE9kIIIYQQM9OMKLkXYycl92I8xpKPxchGKtUXQgghhBBiMoXzHD8jSu6FEEIIIYQQQggxfhLcCyGEEEIIIYQQUU6CeyGEEEIIIYQQIspJcC+EEEIIIYQQQkQ5Ce6FEEIIIYQQQogoF5Hg/tNPw+qAX4yTpK8QQgghhBBCCL2IDIV37bXXct111xkni0ny8ccf88knnxgnCzGqseRjIYQQQgghxMwQznN8REruP/nkEy5fvmycLCbB5cuXJbAXQgghhBBCCBEgIsE9WhD68ccfSxXySfLpp5/y8ccfy0sTIYQQQgghhBDDRKRavhBiZpJ8LIQQQgghRPQJ5zk+YiX3QgghhBBCCCGEmBoS3AshhBBCCCGEEFFuTNXyhRBCCCGEEEIIMfVGq5YfdnAvhBBCCCGEEEKImUmq5QshhBBCCCGEEFFOgnshhBBCCCGEECLKSXAvhBBCCCGEEEJEOQnuhRBCCCGEEEKIKCfBvRBCCCGEEEIIEeUkuBdCCCGEEEIIIaKcBPdCCCGEEEIIIUSUk+BeCCGEEEIIIYSIchLcCyGEEEIIIYQQUU6CeyGEEEIIIYQQIspJcC+EEEIIIYQQQkQ5Ce6FEEIIIYQQQogoJ8G9EEIIIYQQQggR5f5/6xswMJqgfSgAAAAASUVORK5CYII="></p><p>Always Set width and height</p><p>Setting width and height in HTML (or CSS) prevents <strong>Cumulative Layout Shift (CLS)</strong> — where content jumps around while images load. Google PageSpeed penalises CLS.</p><h2>8.2 Image Paths</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- Same folder --&gt;
&lt;img src="photo.jpg" alt="..."&gt;

&lt;!-- Subfolder --&gt;
&lt;img src="images/photo.jpg" alt="..."&gt;

&lt;!-- Go up one level --&gt;
&lt;img src="../images/photo.jpg" alt="..."&gt;

&lt;!-- Absolute URL (external image) --&gt;
&lt;img src="https://example.com/images/photo.jpg" alt="..."&gt;
</pre><h2>8.3 Image Formats — When to Use What</h2><p><img 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"></p><p><br></p><p>Use WebP for Performance</p><p>Convert your images to WebP before uploading. Same visual quality, 25–35% smaller file size than JPEG.</p><h2>8.4 <code>&lt;figure&gt;</code> and <code>&lt;figcaption&gt;</code></h2><p>Wrap images with captions in <code>&lt;figure&gt;</code> for semantic HTML.</p><pre class="ql-syntax" spellcheck="false">&lt;figure&gt;
  &lt;img src="cat.jpg" alt="An orange tabby cat sitting on a windowsill"&gt;
  &lt;figcaption&gt;Whiskers enjoying the afternoon sun.&lt;/figcaption&gt;
&lt;/figure&gt;
</pre><p><code>&lt;figure&gt;</code> is Not Just for Images</p><p><code>&lt;figure&gt;</code> can wrap code blocks, charts, diagrams, or any content that has a caption.</p><h2>8.5 Responsive Images with <code>srcset</code></h2><p>Provide multiple image sizes — browser picks the best one for the screen.</p><pre class="ql-syntax" spellcheck="false">&lt;img
  src="photo-800.jpg"
  srcset="photo-400.jpg 400w,
          photo-800.jpg 800w,
          photo-1200.jpg 1200w"
  sizes="(max-width: 600px) 400px,
         (max-width: 1000px) 800px,
         1200px"
  alt="Responsive landscape photo"
&gt;
</pre><h2>8.6 HTML5 Audio — <code>&lt;audio&gt;</code></h2><pre class="ql-syntax" spellcheck="false">&lt;audio controls&gt;
  &lt;source src="song.mp3" type="audio/mpeg"&gt;
  &lt;source src="song.ogg" type="audio/ogg"&gt;
  Your browser does not support the audio element.
&lt;/audio&gt;
</pre><p><img 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"></p><pre class="ql-syntax" spellcheck="false">&lt;!-- Autoplay only works with muted in most browsers --&gt;
&lt;audio autoplay muted loop&gt;
  &lt;source src="background.mp3" type="audio/mpeg"&gt;
&lt;/audio&gt;
</pre><h2>8.7 HTML5 Video — <code>&lt;video&gt;</code></h2><pre class="ql-syntax" spellcheck="false">&lt;video controls width="640" height="360" poster="thumbnail.jpg"&gt;
  &lt;source src="video.mp4" type="video/mp4"&gt;
  &lt;source src="video.webm" type="video/webm"&gt;
  Your browser does not support the video element.
&lt;/video&gt;
</pre><h3>Video Attributes</h3><p><img 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"></p><h3>Multiple <code>&lt;source&gt;</code> Tags</h3><p>Browsers don't all support the same formats. Provide fallbacks:</p><pre class="ql-syntax" spellcheck="false">&lt;video controls&gt;
  &lt;source src="clip.mp4" type="video/mp4"&gt;   &lt;!-- Chrome, Edge, Safari --&gt;
  &lt;source src="clip.webm" type="video/webm"&gt; &lt;!-- Firefox fallback --&gt;
  &lt;!-- Text shown if browser supports neither --&gt;
  Your browser does not support HTML5 video.
&lt;/video&gt;
</pre><h2>8.8 Embedding External Videos</h2><p>Use <code>&lt;iframe&gt;</code> to embed YouTube or Vimeo videos:</p><pre class="ql-syntax" spellcheck="false">&lt;!-- YouTube embed --&gt;
&lt;iframe
  width="560"
  height="315"
  src="https://www.youtube.com/embed/VIDEO_ID"
  title="YouTube video player"
  frameborder="0"
  allow="accelerometer; autoplay; clipboard-write; encrypted-media"
  allowfullscreen&gt;
&lt;/iframe&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — Photo Gallery Page</p><p>Create a gallery with 6+ images using <code>&lt;figure&gt;</code> and <code>&lt;figcaption&gt;</code> for each.</p><ul><li>Write descriptive <code>alt</code> text for every image</li><li>Use <code>loading="lazy"</code> on all images</li><li>Organise into 2 sections with <code>&lt;section&gt;</code> tags</li></ul><p>Project 2 — Media Showcase Page</p><p>Build a page featuring:</p><ul><li>An <code>&lt;audio&gt;</code> player with controls</li><li>A <code>&lt;video&gt;</code> player with a poster image</li><li>An embedded YouTube video with <code>&lt;iframe&gt;</code></li><li>All wrapped in semantic <code>&lt;figure&gt;</code> elements with captions</li></ul><h2>📌 Quick Recall</h2><ul><li><code>&lt;img src="..." alt="..."&gt;</code> = image (void element, no closing tag)</li><li><code>alt</code> is <strong>required</strong> — empty <code>alt=""</code> only for decorative images</li><li><code>loading="lazy"</code> = performance boost for below-fold images</li><li>JPEG = photos | PNG = transparency | SVG = scalable vector | WebP = modern best</li><li><code>&lt;audio controls&gt;</code> + <code>&lt;source&gt;</code> = audio player</li><li><code>&lt;video controls poster="..."&gt;</code> + <code>&lt;source&gt;</code> = video player</li><li>Always provide multiple <code>&lt;source&gt;</code> formats as browser fallbacks</li></ul><p>← <a href="07 - Semantic HTML5" rel="noopener noreferrer" target="_blank">07 - Semantic HTML5</a> | Next → <a href="09 - Tables" rel="noopener noreferrer" target="_blank">09 - Tables</a></p>

### Page: 09 - Tables
URL: https://inside.blackboxlearning.in/docs/view/html/p/09-tables/

<h1>Chapter 9 — Tables</h1><p>Learning Outcome</p><p>Display structured data in tables, including merged cells with colspan and rowspan.</p><p>← <a href="08 - Images &amp; Media" rel="noopener noreferrer" target="_blank">08 - Images &amp; Media</a> | Next → <a href="10 - Forms &amp; User Input" rel="noopener noreferrer" target="_blank">10 - Forms &amp; User Input</a></p><h2>9.1 When to Use Tables</h2><p>Use Tables For</p><ul><li>Tabular data: schedules, timetables, price comparisons, mark sheets</li><li>Data with rows AND columns that relate to each other</li></ul><p>Don't Use Tables For</p><ul><li>Page layout (use CSS Flexbox or Grid instead)</li><li>Navigation menus</li><li>This was common in the 1990s — it is bad practice today</li></ul><h2>9.2 Basic Table Structure</h2><pre class="ql-syntax" spellcheck="false">&lt;table&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th&gt;Name&lt;/th&gt;
      &lt;th&gt;Subject&lt;/th&gt;
      &lt;th&gt;Score&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td&gt;Arjun&lt;/td&gt;
      &lt;td&gt;HTML&lt;/td&gt;
      &lt;td&gt;95&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;Priya&lt;/td&gt;
      &lt;td&gt;CSS&lt;/td&gt;
      &lt;td&gt;88&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
  &lt;tfoot&gt;
    &lt;tr&gt;
      &lt;td colspan="2"&gt;Class Average&lt;/td&gt;
      &lt;td&gt;91.5&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tfoot&gt;
&lt;/table&gt;
</pre><h3>Table Tags Reference</h3><p><img src="data:image/png;base64,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"></p><p><code>&lt;thead&gt;</code>, <code>&lt;tbody&gt;</code>, <code>&lt;tfoot&gt;</code> are Optional but Recommended</p><p>They make the table semantically meaningful and allow CSS to style header/body/footer separately. Screen readers also use them to describe the table structure.</p><h2>9.3 Table Caption</h2><pre class="ql-syntax" spellcheck="false">&lt;table&gt;
  &lt;caption&gt;Student Results — Term 2, 2025&lt;/caption&gt;
  &lt;thead&gt;...&lt;/thead&gt;
  &lt;tbody&gt;...&lt;/tbody&gt;
&lt;/table&gt;
</pre><h2>9.4 Merging Cells</h2><h3><code>colspan</code> — Merge Horizontally (across columns)</h3><pre class="ql-syntax" spellcheck="false">&lt;table border="1"&gt;
  &lt;tr&gt;
    &lt;th colspan="3"&gt;Student Full Information&lt;/th&gt;
    &lt;!-- This header spans 3 columns --&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;First Name&lt;/td&gt;
    &lt;td&gt;Last Name&lt;/td&gt;
    &lt;td&gt;Age&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;
</pre><h3><code>rowspan</code> — Merge Vertically (across rows)</h3><pre class="ql-syntax" spellcheck="false">&lt;table border="1"&gt;
  &lt;tr&gt;
    &lt;td rowspan="2"&gt;Monday&lt;/td&gt;  &lt;!-- spans 2 rows --&gt;
    &lt;td&gt;9:00 AM — HTML Class&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;!-- No &lt;td&gt; for "Monday" column — rowspan covers it --&gt;
    &lt;td&gt;10:00 AM — CSS Class&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;
</pre><p>Remove the Extra Cell!</p><p>When you use <code>rowspan="2"</code>, the cell fills 2 rows — <strong>remove</strong> the <code>&lt;td&gt;</code> from the second row for that column. If you don't, the table layout breaks.</p><h3>Combined colspan + rowspan Example</h3><pre class="ql-syntax" spellcheck="false">&lt;table border="1"&gt;
  &lt;caption&gt;Weekly Timetable&lt;/caption&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th&gt;Day&lt;/th&gt;
      &lt;th&gt;Period 1&lt;/th&gt;
      &lt;th&gt;Period 2&lt;/th&gt;
      &lt;th&gt;Period 3&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td&gt;Monday&lt;/td&gt;
      &lt;td&gt;HTML&lt;/td&gt;
      &lt;td colspan="2"&gt;Lab Session&lt;/td&gt;  &lt;!-- spans 2 periods --&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td rowspan="2"&gt;Tuesday&lt;/td&gt;  &lt;!-- spans Tuesday + Wednesday --&gt;
      &lt;td&gt;CSS&lt;/td&gt;
      &lt;td&gt;JavaScript&lt;/td&gt;
      &lt;td&gt;Project Work&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;!-- rowspan covers Tuesday cell --&gt;
      &lt;td&gt;Review&lt;/td&gt;
      &lt;td&gt;Quiz&lt;/td&gt;
      &lt;td&gt;CSS Advanced&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;
</pre><h2>9.5 Accessibility in Tables</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- scope attribute: tells screen readers what the header applies to --&gt;
&lt;thead&gt;
  &lt;tr&gt;
    &lt;th scope="col"&gt;Name&lt;/th&gt;    &lt;!-- column header --&gt;
    &lt;th scope="col"&gt;Score&lt;/th&gt;
  &lt;/tr&gt;
&lt;/thead&gt;
&lt;tbody&gt;
  &lt;tr&gt;
    &lt;th scope="row"&gt;Arjun&lt;/th&gt;  &lt;!-- row header --&gt;
    &lt;td&gt;95&lt;/td&gt;
  &lt;/tr&gt;
&lt;/tbody&gt;
</pre><h2>9.6 Complete Example — Mark Sheet</h2><pre class="ql-syntax" spellcheck="false">&lt;table border="1" cellpadding="8" cellspacing="0"&gt;
  &lt;caption&gt;Class 10 — Final Examination Results 2025&lt;/caption&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th scope="col"&gt;Student&lt;/th&gt;
      &lt;th scope="col"&gt;Maths&lt;/th&gt;
      &lt;th scope="col"&gt;Science&lt;/th&gt;
      &lt;th scope="col"&gt;English&lt;/th&gt;
      &lt;th scope="col"&gt;Total&lt;/th&gt;
      &lt;th scope="col"&gt;Grade&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;th scope="row"&gt;Arjun Kumar&lt;/th&gt;
      &lt;td&gt;92&lt;/td&gt;
      &lt;td&gt;88&lt;/td&gt;
      &lt;td&gt;85&lt;/td&gt;
      &lt;td&gt;265&lt;/td&gt;
      &lt;td&gt;A+&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;th scope="row"&gt;Priya Nair&lt;/th&gt;
      &lt;td&gt;78&lt;/td&gt;
      &lt;td&gt;82&lt;/td&gt;
      &lt;td&gt;90&lt;/td&gt;
      &lt;td&gt;250&lt;/td&gt;
      &lt;td&gt;A&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
  &lt;tfoot&gt;
    &lt;tr&gt;
      &lt;td colspan="4"&gt;Class Average&lt;/td&gt;
      &lt;td&gt;257.5&lt;/td&gt;
      &lt;td&gt;A&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tfoot&gt;
&lt;/table&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — Student Mark Sheet</p><p>Create a marks table for 5 students across 5 subjects.</p><ul><li>Use <code>&lt;thead&gt;</code>, <code>&lt;tbody&gt;</code>, <code>&lt;tfoot&gt;</code></li><li>Use <code>colspan</code> for the totals footer row</li><li>Add a <code>&lt;caption&gt;</code> title</li><li>Include a "Grade" column</li></ul><p>Project 2 — Weekly School Timetable</p><p>Build a full school timetable (Mon–Fri, 8 periods/day).</p><ul><li>Use <code>rowspan</code> for lunch break spanning all days</li><li>Use <code>colspan</code> for lab sessions spanning 2 periods</li><li>Use <code>&lt;th scope="col"&gt;</code> for day headers and <code>&lt;th scope="row"&gt;</code> for period numbers</li></ul><h2>📌 Quick Recall</h2><ul><li><code>&lt;table&gt;</code> → <code>&lt;thead&gt;</code> + <code>&lt;tbody&gt;</code> + <code>&lt;tfoot&gt;</code> → <code>&lt;tr&gt;</code> → <code>&lt;th&gt;</code> / <code>&lt;td&gt;</code></li><li><code>&lt;th&gt;</code> = header cell (bold, centered) | <code>&lt;td&gt;</code> = data cell</li><li><code>colspan="2"</code> = cell spans 2 columns (horizontal merge)</li><li><code>rowspan="2"</code> = cell spans 2 rows (vertical merge) — remove the extra <code>&lt;td&gt;</code>!</li><li><code>&lt;caption&gt;</code> = table title</li><li>Don't use tables for layout — only for tabular data</li></ul><p>← <a href="08 - Images &amp; Media" rel="noopener noreferrer" target="_blank">08 - Images &amp; Media</a> | Next → <a href="10 - Forms &amp; User Input" rel="noopener noreferrer" target="_blank">10 - Forms &amp; User Input</a></p>

### Page: 10 - Forms & User Input
URL: https://inside.blackboxlearning.in/docs/view/html/p/10-forms-user-input/

<h1>Chapter 10 — Forms &amp; User Input</h1><p>Learning Outcome</p><p>Create interactive forms with various input types, labels, and HTML5 validation.</p><p>← <a href="09 - Tables" rel="noopener noreferrer" target="_blank">09 - Tables</a> | Next → <a href="11 - Layout Basics" rel="noopener noreferrer" target="_blank">11 - Layout Basics</a></p><h2>10.1 The <code>&lt;form&gt;</code> Tag</h2><p><code>&lt;form&gt;</code> is the container for all input elements. It defines where and how the data is sent.</p><pre class="ql-syntax" spellcheck="false">&lt;form action="/submit" method="POST"&gt;
  &lt;!-- form elements go here --&gt;
  &lt;button type="submit"&gt;Submit&lt;/button&gt;
&lt;/form&gt;
</pre><h3>Key Attributes</h3><p><img src="data:image/png;base64,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"></p><h3>GET vs POST</h3><h3><img 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"></h3><h3><br></h3><p>Always Use POST for Sensitive Data</p><p>Passwords, emails, and personal data must use <code>method="POST"</code>. With GET, data appears in the URL and browser history.</p><h2>10.2 The <code>&lt;input&gt;</code> Tag — All Types</h2><p><code>&lt;input&gt;</code> is a void (self-closing) element. The <code>type</code> attribute determines its behaviour.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- Text types --&gt;
&lt;input type="text"&gt;
&lt;input type="email"&gt;
&lt;input type="password"&gt;
&lt;input type="number"&gt;
&lt;input type="tel"&gt;
&lt;input type="url"&gt;
&lt;input type="search"&gt;

&lt;!-- Date/Time types --&gt;
&lt;input type="date"&gt;
&lt;input type="time"&gt;
&lt;input type="datetime-local"&gt;
&lt;input type="month"&gt;
&lt;input type="week"&gt;

&lt;!-- Selection types --&gt;
&lt;input type="checkbox"&gt;
&lt;input type="radio"&gt;
&lt;input type="range"&gt;
&lt;input type="color"&gt;

&lt;!-- File &amp; Hidden --&gt;
&lt;input type="file"&gt;
&lt;input type="hidden"&gt;

&lt;!-- Button types --&gt;
&lt;input type="submit"&gt;
&lt;input type="reset"&gt;
&lt;input type="button"&gt;
</pre><h3><br></h3><p><img 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7yfM728ey76ryMpenNGZNxN9VLe1UVXVxddXe00fruM3LvclnRGQfpaa6izBUMSbdR1RaifN74T53cEBF84wAlLm8bz+2YrMyH1Wz8By+657t1I/dpsLHH6oZanxwzj7Xkh3vsL8u7/tfRGvXVW3Fk+RUREJqMEB5Wc5C8Mz+4G/LyXtiF3iX10HLNcxEydQ/Yya/lECPDum/FO6mMXPDv8AAnfu+9bhqddCencPi3aJHTMLjQbjPZHOV7LsA9dzIhMQjFBB8uF0vI5kdx0oTPHaAuvQpDOn1nCUOG8SitTo7nsYoJQwGx3NNfSxerJ4Ck+tARBnNOGn4sz8J9vxLmbH89nyft6Rsxw3cqnrT2pLHY30XHaOiTQS2F1K13tzey42EVeXLHvh992Dsn5N6J7P2s5dhA8f9byn1WQ4JDzosgkdt7Pwe1FrHlhuBBM4oy6rgj4hw0IQT9nrb/lsITUbz4aXrIMVcNJ6rIyGnfvpXVXZdzAdrrHFW0XO9IoHNIGMx4xs/omfXq4/OQiIiKTTmKDSjMK8c60/H9bNo1xTpzWKZvByayMiU5JOkGN+sHQFQ4qTSPZNquJiFytujn2n9EaxelJxwPkzov26vH/LHZoiu/HllnjzLxK6b//2WjvxZggFHCTI6ZnQqLqyeB5W4/V4Uz1xMxK5//xgREuHPtoKKumwz6E2ekmbVkZjS81U5U3UqYnu8P4rXGg22aRPYbAlDPNesEaZ0Y9kUkudD4UfQR89P+kh46dFeQtK6AyZrjm+Bl1XTFizrNTfPT/7MsSV78F91VQ+XwPPmtMKsmBa0YGhdWttD9XahmeDNOmjKEiERERuQolNKjkyTEucsbKmZaBbS6ja8Pv3hw749KEC/HrC5b/zhyko73j4o+3rVNji8hk0XasPxqovm0W2WQy73cjISX6D9nuvFtnjXN4SLvfScbvRZPM+vps+VEs9QU4cEx0BXaul55I7yMHnuWVVC0ZYSeCB6lbncfywlraDvkIWPd/ihvvYzXUPzbas1KQg5ZZMyEV79dGu62HwgWWnlqhfvr2W8tFJrlzPdQsW8rS8COviJInK6jbbe2Vc7VYgHuafVli67e+1gqKludRsbOTPtt0b847cqhsrIykdghdsNxePO/joL3NFe+x96Bl+J2IiMjklsCgUjoF8y0N8AuWO17xHtYuPFPmcM9VmhzakTR8qyR3puV4nPswmrA89GtLDyYHN1mnsbb47H+53M7PB3n/l9H/HBfep+k7ddRd5NG0b5R3CkVkYrWfsEx84CH18T/i9vDQ1XPv8j+GzHZpnTXOye3zC5n1uXCZn1P2xHI/81suIC15m+Jxxs6WFvjFYWvpJQrxRlkdPZGdcOFdU0Px7Ni17IIDnTQ8XUTe4jwqXui1BJccpP5JwagnSej9x56YiSU8i9eRP3wVH+FcWcqilOj/odM9w+TaE7mGTFhbJo5bPMPn45yRHq0XrXVTwuu3AD27a1lTsJzlhbV0WmboxLWA5Wa79uB7lrDclBDvvzC03TXk8b3OmLpIRERkMktcUGlhDpZZVgkc3By94xXvsbrDcsJ0kOotHKFXjwPHZ+zLhjHWPBiXyTO/OP5U2s7CmFnwQu/10Rn+J2bqaQfu340zA56zEK9l2tuLi3+MOvstd95n3nPRizMRmcSCnZz6efgfBzfP8xCudkP/eSzuVN8d1rxKf3AP7nC1cu7doTOjvdXLu5FgiIO0+61TacdKe+weon1zfPS+lqAoSrCTik1tlpnrUsndXDXKoWgBeprXs27/JU6ScKaJzmOW9+FII7++fMTXdmaUseNr6Zbzl5+D/9gyurwwIlezcWnLjNLUOSyKzGgZy/uV9Ei9GNODcxzrt+BAJ7WrmuiNlyD8X62TLKRyz2PDvaqIiMjVKWFBJW9WmiWfhJ9je3tiyoc400GvZRY4x2xv7B3hUwFLo9zB7WlxGiumwEeWu0PTb2fRCBcACXdbNpXVOTEJWnFmUFaXSzSmFOTEv7ZYVjiMz3LN41pYSOk8y0470ymttW4/jFEcI9+r1jvvbrI3byPf+loRLjLX1tP49LD3/kTkivPRbQkSeWZaLnveicmOFBE81B+9oJnqjAQ/4gehOnjlsHUq7Wwqa/JJt1UZrmVVVC6NXraFTr5Bkz1AdTlONlDdbhnq5/JSWhsbwPdkZOONzORk5WTOLZYdPv/RGIbvBGmrbLD0lAKHO5Oyl5rZ9li2Zeao6JTrrZXZeCx1tb+7jupD0f9Frl0JastcEifer28j13ajzLWsirJMyx3OgR6aIz04E1G/eclc4ol/E3S2m5uTov8Gz5oD2M600WNp77qXVrLtYWsgOsqVWUr9rujQORERkavBDR6P5xP7QgC3243fb80vMZJMqnZbZhDzd7O+oHqEJIoGz9rGmKTdvj1FFG0Ph0By2banmHRLoumg34f/V+C60ENeaUNkueevmmm0NAC4EMB3OgCfceD7fhGVrwOP19O1MnwB1k9bVgnRZ4iVuaU9OgvHuR6qV1ZYLr6Kqe/KjdzBCoVCOBwOCAXwnQkQcjhxp7hxWhoWoZNN5JXG3rn2ljdTZW34AIGBfgLnHbhmenAlhQieA+dUszU2ZD8Y9TGK91rGeuYlm2Wfg4eqWf700EtNEUmMsdWtcdxfRftTXtsFiZ/OVQXUxg3s2OpnAEL0vbCUNc3WZWFeypuriKkyLoQIvOcjcN6B83Me3NYXD/bSULDeNtwrtp7s351FyU5redTw9a2T7C2NlC20zNd0qJYicza48HZBvw/ff57g1C9C8BkP6Wmz8Fh2MHCwmrzKMdZps4upfzaX1DFOdBA4WEtRZZzZ6kZ1/on9nFQXy1hcSr0y/G9v9OK1L8bWlrnEuiIUIuQwEm8brweOWzx4XNYIlp/upwtsQd7Lrd/M/Q0F8J15l/4+Hx/hwJ06h1mzPbjCbb9QP22rS2gI18kLy2nekmnpQQUE/fjeC5rBc8trDzlGIiIiV95IbY3E9FRals0cywWLv6/zogElAF9Hb2z+ink5lqFrbbxyKHannW4PqXd4iGkzAL7nO+mz5mhKcuG5IxWP28WnLYvHg6+7g/7zgMN4zdQZtoDSmU6qNw4dCtGzo4WDH8Quc6WkGu8vCULvdNAS86biGd0x6qkuobbbHzMTnbFeqvGw7HMoJtmViEw6r/fhs/9M/X10xw0oMWTWOIOPE+22RRE9VJdUxuYHSXJE6qeYC64PemnYaA8oJUqQzqcraYsk7gbXwlJqHo8dOuJ0e0hbmE3O8hxyMtNjAkqhd9qoHGtACaOnVElRNZ2nR/nGLgToe2l9/ICSyDUsMW2ZS3C+l86DRpdC4/VSYwNKFwL0Pl8dp9dgguo3hwvPHelkLs8hZ3k23jstAaULAQ7uWBcNKAEcqqakpht/bEPMaDfeYXvtmFxVIiIik19Cgkq5986JySfRt380ISUjf0XPacv/KV5yZ0T/7akuobK9D/85y+n1QojA/7FFyIItrClr4OCZACHrbGfn/PhHP+7h0gwaFx8dP/ETtL52wEdPazUFq2o5GK9BEuyk8uvraXrLRyAyBt+4c9W3p5qC1Q18aFk8nNEdoyCd1QUUVLfR846foK21EjofwHe0m6aaIoq2HIwtFJFJpoMTlqEUAEFf74iB/LZ3bClf/T4Ox6uXwoIHqV2Vx/rvdNI7EIidWOFCiKC/n4MvVJD38HraTlrKEq6PhrIWy00DB6krjRnhDu/vMOqz87YK7XyIwEAvnd9ZT97qBvpiS0fvg25qi5eTV95A51EfAfvrhIzj0NNaS9HKPNZ8r1cBJbn+JKgtcylOVBax/nsH8QUsv81QEP9POql7qoj1rcP8+i+rfjtA575efIFQTHuTCyFC5/z0H2qjuiCPyn1Da4PgvmoKvlpN26H+2DYb0Xqr+4Vair5eiVpiIiJyNUnQ8DcRERkN1a0ikmjXQ72SiOF6IiIicmlGamskpKeSiIiIiIiIiIhcXxRUEhERERERERGRMVNQSURERERERERExkxBJRERERERERERGTMFlUREREREREREZMwUVBIRERERERERkTG7wePxfGJfyEWmjBMRkUujulVEEk31ioiIiIynkdoa6qkkIiIiIiIiIiJjpqCSiIiIiIiIiIiMmYJKIiIiIiIiIiIyZgoqiYiIiIiIiIjImI2YqFtERERERERERK5vwyXqHjGoNNxGIiJyaVS3ikiiqV4RERGR8TRSW0PD30REREREREREZMwUVBIRERERERERkTFTUElERERERERERMZMQSURERERERERERkzBZVERERERERERGTMFFQSEREREREREZExU1BJRERERERERETGTEElEREREREREREZsxs8Hs8n9oUAbrcbv99vXzyiT33qUyQlJXHDDTfYi65Ln3zyCRcuXODjjz+2F4nIdepS6lYRkZGoXhEREZHxNFJbI2E9lZKSkrjxxhsVULK44YYbuPHGG0lKSrIXiYiIiIiIiIhc1RISVAr3UJL4kpKS+NSnEnKoRUREREREREQmhYREOhRQujgdIxERERERERG5liQkqKQhbxenYyQiV0JxQxddXV10NRTbi0YsExG52ngKttG+v4uu9h0Uz7CXThxXZik7mtuN+rWri66XKsmwryQROhclxtVxHDMp//5eurq6aH060144zjzk1xi/y/a6Yjz2YpFhXT3fncwt5rlndxUT+QtLSFBJRERERK4ij9ebQY96RroEdS6potUMjuxtLifbaV9j8si+Jx1nEuBMIz3bXjox0h6vp7k8hzS35UA5Po3DupLI9er+RSy4zfg1uOYtmtCLXsjmnnnG79I5O50rVEXIVeka+e6M8rx/KRRUEhEREZGhZhdTs8aLCyDQQ11JNZ1B+0qTR+fRPoIXgGAfvZ320gngLKRkWSoOIDTQSW3hcrKysshaWUG3fV2R69Hrb3DsA+PPwLE3Jvh30UnvSaMCC57s5UpUEXK10nfnYhRUEhEREZFYzmyqNueS6gBC/bRtqpjUASUA3/NrWL44i6zla2g4Yy+dAF/xkuYACHD4+Vo6Byb5AbvGeZaUUvVcM+0vVU5wjxgZXjeVD2eRlZVF3paJDSmBj4ZSI9C7vLQBn71YZFjXyHfnoxAh+7IEUVBJRERERCzSKK4txWt0UaJnxzoaTtrXETunwxzkFvJz6pC9VCZa6t2L8N7hxun4tL1IROT684uPFFQSERERkfHmJHtLJbkzHUCI/t2VVOxTj5vRWHCry/jj/Ee8by8UERG5RimoJCIiIiIApD1eQ+lCFxDC313Hup199lVEREREIm7weDyf2BcCuN1u/H6/fXFcjnB3XxlRKDReHc5E5Goxlro1lhPPknyKv3QPc1LcOKeYiy+ECAwcpuM7NbQcG9qboLihi9yZwOk2soobRl0mIlePS6pXHq+na2Uq0E9bVgkN5kxvjeuMxNyBQ7UUPd3J0FrFzkn68mIKH7yH1OlOHEnG0lDAx+Ef1lHzUm/0ORZW0rolAxfg715PQXWv5XlsIuuG6N25lPW77SvEEec9DVvmTCf/G6XkLPTgCo9ai7fPF1VMfVcuqfbFFv27syjZaV1iHLOv5HiZc6uLSDP6QojAeyc48E91NO3zxd8H2/toySilumSROdtcgINb8qh8a+h6DdMzKa0oYtFstzFD3oUg/pNv0FhVR7eZONk5L591T+SwIMVlfI4XOb+MlnNePusey2beDDfO8LE+56f/R41Ubu8m9yLnImdKNvmP5XBPmgf31Og1R/zP6+KfR/BQNcuftuTzme4l96sPkr1gDu6pjuh32LKPgejaY+Ai87EyCrLSY5/3fAD/sU4anm6iJ7zq/VW0P+XFSZCeZ5ZT8brlaazsn6ulyH5Od87LofjRXO4Jf+bmMevtaqb2+fjvyf4crsxSKovC3y8g6Kfv36zHxEn6w+so/fICPNEfEr5DHdR9q4XeIV+bTKp2l+OdGudzMLkyiyn7yiLSP2f5bYRCBN7rpfP5CpoOx64feZ8zY9tGwQ/6OdBcQ+2+aAYc+/uLy5lOTslXyLF9HzgfwNd3gLbvNA2bL83+/OP1m5o87J+nn9yn15Gb4cGVBLzTRtbq2OMc+bzuiNYHnA/gOzzcdybqUuuSzC3tlC90wrkeqkeYOMH++Y2ubGKPAdMzKV1XwD1pHlzh77tl22lPjfBeI/XM0PpjNEZqa6inkojIpJdO6a5WGtflGvkhwicRgCQHrhkZFD7TSOX9luUiImNhmektdLqNylEFlNIorGtm2xPZpLmjASUAh8tDxte20VxXSFp44aFGen5u/OlOyyY9uvoQmUvnGbPOBU9wcDQBpbGYXciO5m0U3hsNKGHZ58Yt2ZiX0InnzKBsVyvbnsgmPcVy0YxZn6ekk7OuMfa4DWd2MTXlOdELfhx8Ot593tnF1H+/nJw7o8EFkpy478yh/B+qyHZCWt42GmsKyZhhXvxiPb/UU77Q8nyj5iT9iXpaawrJsF48AY6pbtKWldP47fwRj3X6E420NpWRuzA1JqCE9fN6+jLScC+ror25iuIl6XhclgCCZR+bnyvGY91mNJzZlDc3U57nHfq8U1x4FnqZZ10/wZxLKml8ppRs62duHjNvnvGeLvb9Snu8nuaY7xfgNI5J/ZZsnKSRW9PItq9lRANKAA4XnnsL2VZfjje6dBScZJc301yei3eG7bfhcOCa4cV7l2UZkPboDpprzPdpaxs53Wncc/dI4cWhnBllNL60jdI43wemuPDclUNZUzM7Hr3Y0Qvv2zC/qZpGqpaM9M2/Gv0W2VsqKb7XDKYAWI+f/fOyfr5TzO9M8w4KZ1uWR1x+XTIxxvMYgGtZFa3N5eTcZQkoEd22qr6cWZbFwzr3YcKTjSuoJCIy6U3DPc0BF4L072ugcnWeMU11Vh4VL/QadwuTXGR8pXTsDV8REetMb4Ee6soauPigNyP3Uv5sJxDC191AhTmrU9bDFTQd8hMCnLPzKS8PX1r6aPufZlPWPY+cYQMVOWT/gXF5EDj6Ch324svi5J6/zictyUf3zgrysrLIylpOUU0nvvPGGq6F+awZdt/sGijJMt539SEzDHeuh2pzWVaWtZdSGsW15WTPcBjDC4+2UVtozCiUlbWcosoGOt8xnsM5O5/KEYNbTtKfzCE12EtTeficEK+Hi5tFm3PxBHpoWme+1sMVNB0z+6m4vBRv3caaR9NxnffRWVPE8qwsspYXUbun3wgsJrnJfGzs5xdnQTVVy1NxACF/L23h587KIq+8ge4zIZx35rMoxb5l1LRbXTiA4DudNGwpMT+vLPLKm+gNv4V7CyidEd7i4p9HTO+Y/3ozziQI/byXtr9fQ9Fyc53CWjoHjBEGjjuyKV0W3WQ0cp4uJtPtAAL0vhD+nhnHtXJnJ30ffGTfJHF+O52aNRm4gv10/L31mBnHHMBxRy6VlSME425ZROVKD4FDTaw3j0nMMV9YTPUzayic5yJ0pjPyPV5eWEuH+R3GnUnx2jF8a5ZtojjTjQMIHGuK1ifh38ZPAnx0wbL+jFLWFaThBEID0X3Iysoib3UtbYd8BMYySGR2MTXl2XimAOf99LbWRr4P4c+tPwjgJK2gcuSg0G/fQ3lBGo4z3TSEf5/Li6jd5zMTJbvwFqwZY9BtkvudHIoXOvHtsxw3S48e55IqKsOfl/W4ZOVR8UIP/hDgTCO/YmgwMhF1yYQYx2PAwnJ2rPUawapgP52R85fxu2v7SQCHO5Ocu+LdWRjq/7MvuEwTFlS6b1Mbe/fuZe/eOlYxmxWbGmhr32su20t7Sx2r75tm38yUzOqd0XX37t3L3t3ttDRsZe2X5zPcVqu+Y667czVzv15H2x7j/7ZtjzA7eTEbGsx92tNGw4bFJNufACB5Lg9trKPx5fboa+9po3F7BQ/9YdwtREQSbnDgIHUFyympaePgO+FO6wF6mtdTH244p3jJjTSsRURGw0l6eKa3UD9tmyrovHgXJeMCcKGRe6l/9zqKqtvoMYdR8UEPLU+XUHfYeCL3ggfJMYt83ztAXwjARVrWkGazYVkGs5wAfo7tjQwQShA37un9tG0oonp3jzmEJ2hcBOzoMXtnuZm3OMO23eXzrF1nSYC+joKnGizDaIL4DrZRu7qAWvO4jRzccpOa4qNt03paDscbyBTmxJXUQ11JRXS4zQc9tKyrpNPsNeacnU6qw0/nBuOiNwgQ9NG5vYSmo+HzyxyyR7iGHiqHTQ+m4QDwH6S6ZD0NliF9gcNtVK9aR9tpYnuk2AV9HNyex/LVtbS91R8ZshU43ML674Y/Lw/eFWMIXlhd+JC+l9aT99X1NOztw2fuYHCgk9rNHfSHAJzMuTfXtuFIslmQagZF36plfXP4e2a+n921rHl4/ZiHnozabamkBnuo/WoJdXutxyx8zM2wRoY1GGcz1YXjcB0lT0eH4gQOt7B+UyfG4BcnaXel4vh5J+tW1Ua+x8GBTupWN0W28aSNFBiNlb1wlrHuBwepXdcSrU/Cv40n81j/fHR95wPpRqAz1EdbaXQfAALvdNLwdBFFW4Yb6GTnoXSDGVgP9dO2oYD1z3dGvg/hz62koJaec1w8KHSbG9fpNtatqqYt/PsMGkHbmnCbzT2P7HtjtrqqOWemEjpUx5oay3GLyGFTSbQnbMxxIUBPcwUl4frXvYAHY4K4lrrk551UXGpdMgHG7xh4KH0sEzfG973l6yXURs5fxu+u4ckiag8FrlhaogkLKlkl/+WTrPKmkGx5z45pM3lgw3fYfH+8QM18brVHjqY4mJYyl8Vf30zLixUsjrdZ2LS72fBnM0k2u58lz1nBkzV/zn0p5kZJyaTc9+f8pb0f9udXsPX5rTxyz0zcn7HsbFIy7ll380jV81TE3V8RkUTqpvrJSjoiDaxY3W+fME+uTlyj6vcqIhLmwpNitnGCH+IbsJfH46TwT+cYd1tPd1AdN5l3kM7nDxgXoM45ZKwML26jN3xRm5Yd96Is917juRnoofmovfTyBQ410XDSvhR4/RUOm+kiXJ+dYy+9TF6K/sgIfAx/zDCOW3WHGXhzs2Dp8L1Jhn0fNr4fNcQJFPbRcCQ6ACJ4tI3aOM/VcfiU2bPCjWfYANdQzkcXMccJEODgP1RycMjrY+zD1s4Rh2F0P7OGyj3DBM1eP8iJc8afzmljG+YU8XwFa743TA6tMy2ceM/403GTObPfqLi4yTo0ZcIF6f3BcMHhPhpeOGxejHqYM2yk0Mcbz8cZAnuygZ4z4X+C9L5SG6dXYweHjWgc3OJhgb14GK6bxnYxPMt6bXa5FhZxTwpGwHdP9fC/q2AnW/f0Gb8J9wK+NGzagQCHX4jf47O7/bAZmHPhvvgouqtHqI/OZ+J8Z6z1Qaifjq3xj0twXwMHfs6QIG5MXVJfO0y+oYvXJRNinI6B9fvZ11pOU9zrgSCdliDwRLsCQaUUvpiZAr8a4Mjrr/HaP7/JyV+G+yZOY/6DX2Voz7Uj7NqykY0V5mPHi7z2+hFOh7e75W4e3/JQ/J5GAJ9x4GvOZ+kjL3LyPICDW/kPNubmsv0/Bs2VXNz6eetGKax64hHmmsGswVNv8uKOjWys2M6Lb55mECBpGnc/9jc8YN1MRGSi/TQQCSrdfIntahG5Xvl4Y0+/cZHk8lJae/FcK5BD+kzjgs53rGX4hvyZPt49B+Dg5s+GL16DNP2rGQifnkb2kEBFPvekGb15+t5qGv65L1mAvh8N1/upl3fPRi+Ghw/nXIK7FpE6HeOi9UDDyO8r2MQJ88Ld+bt/NEzuqSCnjgz3PqwC+I7Ff7Xgz943zx0hfD8eZpDhUX8kIfNYzi/ZdxpDVfAfo+OQvdTizEH64+d9HYUTBMwLKOfvjMcdlSD+/3sp34cDnPqF8ZdrYSmVy8YSkEqAcyfo3mNfaHHoR5wyg3HulHvspYaAj95I8MgqyIn3zYMe8nFsmNfpec8MBE69eXQ5XoAD4S/C9AWUPp1j5FQbQe+Pze+vI42crYWkDxcfG4X0L6Yarxfq58DO+L+XsOALJ8zfr5Pb58f/dRLoo2u47/3RdyPD8tyfG/23atJ77xRtwwQ0cu4y64OBXlrifq8AfPT93HgCx39xR3q4TUxdkiDjdAw8C6Pfz54XhnkBADo4Zg7bnWhXIKjkgP/zGmUPFbPpW8/xXP2zlD1Sxdu/NItTZrPYtgUMMnDiOMd7zce+l3nuW5sofSSfXf/LCAo5Pv9Fvnq7fbswP6dfOQu/9BP8tbHk1/4+jg8Osn8g/O1z4LBWRpmrWPx7RoNp8D+28+jaZ3l533GO9+7n5WdLefQHJ40GWPJsvvgXw4azREQSyEXqvbkUP1FG1bfrqW9qZe+evXTtyja6xIqIXILgznXUHTIuAh0zcy+SyweY4Y4kuE5d2U5XV9cwjzK8U431XLda+ivsOcipIPGHwBV4I0NQRm48X6oA779lXxb1fjiIkGgzppkXyQH8w/WCsDj1ofnepyQPk+YhSOCn9mXxjPx+DSE+MoMgQ5wJxr3rPjIn7v9ifkF+9SEjzPEH9PJh+P7uCFx3ZJD7WCllW3ZQ/1wjrXv2snd/I9m32de8NM6UNLILSikt30b9c400797L3r1dFM+7lN4wPpr+6SCBC4DDTcbaVrpaG6l6LBvPiD+sBPmlj077shjd+MzrLufNwwwbPPs+B+3L7M5/xPv2ZSbf+bF/a3zfa+PgBwAO3PeW0rq/lcYtxWSnDHPQ9jTR+Y7xe3XOzmfb7naav11G7oKLhaOGSnWZ2wT8cXuQxDrFh+EeclPi/zpHPn7v85GZv210iqkfUreO96OeYvtuXETo//qHqSs80RE/M3NpH/Ja0UfZAvOznuY2e7glvi4ZT+NzDGDOLeayYIB3zWXDGfEcFhgcZv8u3xUIKoU4/aPniD2fHuHt05YeQ8MEzYca5NU3+oxeQ9xKyn+zl1+6uV9IMXs++Tn4vf3ma0QNvrSH478CcOCZlfhx9yIiUU4ynqindX8r9U8Xk7s8G++dqaSmuHBMcYA1caWIyJgF6Xy6MpprZWEpNY+P0F9plmvkoNNFdfDKUSOIFTsEzkmh17ibG/zxG7RYtrjq/c5Nxl1qgnyYkCF9QYLD3u2+0hbgNq+1gx+esheOiTOjlPrWLlqfq6Q4L4fshWmk3uHBNcWcmetyz3+zc6lqaqe9aQdlj+aQk5lO6h0eYyp5x6U/f3BfJUVPNdETzvPj8uDNK6NxdzuNT+eOojfgdSjYSeXX19N0yEfwgjEBiWdhLmVN7bTvqiR3yIxYfTSsLqB6T78RwEty4r4zm+LqVva+tIPSjNHXUpGhd4MXC1xcCSFC56/Aw74bFxE6/6F9kSkV1+g/CpvE1SUTYXyOAXhuNjceMVg5Ckc/vJaCSr8mONzdEDB6DH3avgy4ZT4r/nIztTsbadvdTvvudtp3t9H456kYqztw3mLf6NLNdpsR618NcDxuSPBNBswof7Jr6IA9EZFE8ZbXU7k81ZjxIeCjt7uDpr9fz/qnzFldFrfRb99IRGRM+mgoq6MnAOAgdWUlVcMN24nc7QzRuzM8Q9PIj5gZt4CevceMvCLT50XzkjhzzWF1AY61DzMc62r1UfgizcnNtmnRrz0hfm0GYxxTbrYX2jhjp223WlhOfWUOqS7gQgDf0W46Xqhl/VPrKTFnBmu7nMCaM58dtcV4U5xwIYj/nR46WxuofGo9a8yZxKrNpOmXInishYrC5cbMTId8kcCH595iahpGM8x0vGTwWfNCPfTRMPmqrpRgLy1PF7F8ZRG1rT34zN1zzsiguLae4iGBpQDd20vIW5xHxc5O+vzm0KHpaeRUNo48Q5tFMGSGUJJvHma46ZXUxJplS1k6oY81NNl345KdZdDsmRU61jDk3BD3sbIC44wRrUtI+q3oU8Y1Ql1yxV3OMbAEt3/bedFZOH/rCh2DKxBUGrvZf1FLW9NmVv3ZfGbf7iZ5igPHFAeOKcm4PzfNvPOTWM5w5vTPzGeDddY5y2PF79m3EhFJtHzyM4zBbcHDtSzPK2J9dR0te3vpPWrO6jLDeZm9BkREjJ4CFZvazBmvXHjX1se/KIvc7XTw2dsv1sQdxtFmegYAnMz5EyOviPMvvKQ5gA/66Bwpd8bVaCCc+86Fe8iF8VCfDQ/5CAauwpsGB3n/rPGXY7rnIhdB90R6ItjlfyXDGNp9rofalXkUPVVNXXMnvUd76f8AwIPzt+1bjV76mmzj+xby0fHkcgpWV1D7fBsHj/bSZ/YwunnK5V9lBAeMmcjyVq6n6Vh0mOm6tZYjEwnUOrn5d6OL7dKnxfk92l0sMOKcQ/jeeeC90eTlugKCPjqfr6Aobznrv9drtHUcqeRuKB3m+xSgZ3ctawqWk1fdiS9ch5Vsisw8OZJ3w8NNXe5RBPs+G0nEHjx79f06J14vH/7K+Ovi9YFdtC5x3pZ2kW2Hr0vOhodjjpjjK52bxy2jzeUcA8twaJc77uQWUU5Sf2ekOqKBEnvAKkEmf1Dp9tU8+fBsY+a2836Ov/4i28MJuys2srHVzG2UYIHgeDyriMgY3Z+GxwEQ5MS/DTOjxH23XzShpYjIqJxsYN2O8FTFLrxrauL0DujklDkdvfsPcsbcQDb4aDpsXJA50xaRiYfCBUYmaN//aGSSXupeurd6eTeI0QvMWzjyjQBnIV4zEbr/Z90jJ/WepA6/a+YsvW0OOcNNWw+wLJM5Zt6tWJmkfc4cMNj3RvyZzJyLuH26feHoLbjdzEY40ENd3DxXXubcdvlBpYhgLy3rmswp6cF1iyXzuWVYivOW4UJCHjJmjSKDojuVjBGOufPBOeZvNkD/ocn+7QrS+9J6msI9xj7j5mL54gPdtazZa74v502jyjl58Oi7ZtLvVLyPjvjrxPmomfcNP31vTfbjNzl0hjNoX6w+iOPy6xLoPRv5dQ3fU3RGBqmj+bJcoss5Bt0/8xnxjimzWLDMXmoxo5D0MT53okz6oNLcP/+CORucn/0VRWz81svsDyfs7j3O8Z8HMXNvJ9SR8KwFDHL8H5aydOkIjyd22bYWEUk0B454dyid2WxcmjYuPTZF5PoU3FdB5W5zRjhHKrmbq4idedxH2/80L6ZSsikfIf+Sa1klO56KP8NR8Ac99IWAqXNYtDKH9BSAfnq+dy1eqHXwymHjosIxO3eEnFVOsstzzB40/Rz4x8mX4WU0ev/N7EmLh+yNwwz1cmZT9RfpIwfYzCF0Q9dxkv2U2dPoYhwORhyE99vOuPuX9nghCy4jaDU2h/GZ15zuux60/d4MzpWlLBpVxo0Rjvn0XDYtN9sMAwdovNZ6BF6qPa9g/DwdpOXFC6SbnNlsXGYcv9DpAzQnJD/atc/3ao8ZHB/huwkwPYfKb5fHzLSYkLrksM8Ybo2bBSvjTUThJPeJRZd4g2R0LucY0N5r9iB2kv4X9vNxWBrFG7PH9T2MZNIHlaZNucn8a5DBIbNcJLNiUZqZUDuxBg781PzyJTP3K5t5IIH5mkRERu31PrMbt4P0r9RQusRjngydeJYUs+O7ZXgJD6sQEUmMPsuMcLi8lNbGNoJ925s5GMm/VEPzM9ZZmpx4MnIp+3YrzWszhp/xKtjEgb4Q4GTWl714gNDJHlqu0QqtZ0eLJWeVeczuCPczNY/Zc83m7D8h+vfsoOFycgZdSYdq6Dhp9Pp3zMylZle5ZVYuJ54lpdR/vwyvs59+s9dbrG763jO3n5dPzdrozGnOlGyKv91I2UIImL1+4jn8nhmlmTKHnKcyh/TojfaAWET5lny84QDSdC+55Y3UrPQQDM/9PibFbHtpB+UF2aRZZy6b7iV/Sz7pUwGCnDpsHYDSS/MRM5g61UtpfRX54ePl9JC9tp7mx9Ph3Ch+HKEQzMyl+jnrTGguUpeWUv/dYtKdAAEO/mPdpOoFV1zTyo7yfLLvDLdzMHpLFlSRP89YEuw/HBm2k/l0I41bSsm915xuHSLfrZos89J64MRFZsIL62FHs9lD05FK7rPNbHssm9Twd8LpIWNlGfXN5oyWoX46vt0wqY7fpHamjmbjhGHUB9/fRnGkPQvOlAxy1+2gtbGUjBTblf2hGtqOGd/7oXWJ+b0esS6xDrcG54JS6i2/d2dKNqXPNVM8D4Ij1CeX7XKOQbCJloNmfeXyUvbdHTHbuhbkU/X9GnJnBuk/M3wd4VxSSev+Lrr2NFMezmWYIJM+qHQkfEJgJl/8u4eYbwZ3ps1azOrtL7BqRoABc4yia+YqVtwzl9n2D+JS9P4D/9RjDuKcNp/VTW00bFrLQ0vmMjd9LnPT72ZF0WrWrnmIufZtRUQSpoX6PWaPAWcqOesazalI22lcl0va1H7aNr1hBsFFRBIldkY4x8xcKrdY7/B2U7mphT5zSJf7LmOWJmNa5HYaK4vJvtOFgxD+geHzjrS9dYIg4HK7jWG+/9p07QbJg51U/GUdPeFp0+/Kpey51thjdocRUPLtrWbdzotPbj55BWnZWEe33/z+zMikuNryXtflkDo1QM+OdfT+P/u2hpbnOiJ351OXldHYbky53d5URu6dTvp3V/KGOWlOPMEfvEFv+Pt5fzmt5pTd7VuMPgC9liCfe2EhVS+Z03q/VEVxpofgoTqafnYpQSW4aXoamY+WsSPymzCet3Ch2/hNdDeweU/sNr7tDXQMmMfL7aUwfLzaGylblorD303Dv43ibD/QSd2hAM47jJnQjNdvpf6vckh1AgTpa66k8nX7hlfYTS7SMgsp+3a4nWPsd9WjXtwOCPm7adhiSeDvcOFZmEPx0/WRzzby3XICwT5anh194Cy4r4KS7T1GQvUpbtLzyqgPfyfaG6l8PNt43vM+OqvX0RB3yKQMp7uykpaTZnDotnRyI+3ZLtqbKilekoZrCoR+4bPlkQvSVllDZ/i3EVOXmN/rqQF6dpYPW5eAj7rnOyI3aa2/9/amMnLucODvbhixPkmESz8G0FNdHdmW6Wkx27ZWF+K9Dfp3V9L6vm1Di9wvZRiT/kxxs8DMZZgokz6oNPiPr3EkHNv5w0fY/KKRJLtl+1oemJWM/3/u57SZTX3aH65g1catfLNofsxzXJpB9m/+77x8YtD4NymZFO9iHlmzla1VW9laVcGqBx9g8b1zmWnfVEQkgfp2lrBueyf91jumF4L4f9JB9VdL1LARkXFinREOXAtLY4dtnWxiTcF66vb14T8Xe/EdOuen/1AbtYV5lDw/wmXdnlc49oH597kTdNoutK85H3RQ8XAe1a099PuDhKxT1p8P4DvaSd26PIr+/uDVH1wLdlJdUED1Htv340IQ/zsHaVpXRMW+Ed7lyQZKyurofCcQc5yC/j46qgsouVjQLdjG+o0N9JhJtwG4ECJwzrywCHZSUVRJy1Ef1lSqoYCPg99bT9HTnfx/0cVjcIDOfb34AqHYzzdkzDDXVl1AQXW8HIk91JVW0PSWj4B5bQPm9+KtJipKqum0Pt+wQnQ+XcT67/Xgsx73UBD/TzqpW1fAmhcucuyugAOvddI7ECA8ERsYn1fQ309PazUFBdUxubUO7++g5x0/QeuxMj+/3n11rC9YQ9MY20eBPRXkFVTTdqh/aJ0Wft6Hi6g9OPTTk4vpo6m0gPXfMWbpi/vbqCkib3WcHmDBg9QWFlC9x/hdRVwIEThj1iV7wqlrhnGojjXlTRw8E1ufGL/3CkqqO8clT3OsyzgG4W2/d3DoMRjoHVWd2PbPB42g6Xk/h3+U2FTdN3g8nk/sCwHcbjd+/yii4YAjPFPaCO7b1MYGbzIwyJGaXDbZ3seI5bfcx+qnHuGLn3cbCbuB0K/8nH7ze/xt/ds8/J3YmdgGe54ld/ObrIosP82rS0vZxX1sfnkD8z8TXYev17H3y0ZY6PQPl1L63ejzhE27bxVPfvmPSfuvbpLNbP9gfIihwZO8/NBGXrYsHk4oppYUkevRWOpWEZHRuLrrFS+VL1WRMR0Cb1WQt+WaS9EtIiIToLihi9yZwOk2soob7MVymUZqa0xYUGk8TZs1G+d7JxkwOxVNVgoqichY6lYRkdG4quuVZdtoX5uOEx8dq4qou1pzCImIyBWloNL4GqmtMemHv43G2VOTP6AkIiIiIlZOCv90jpGnaaCXDgWURERErjrXRFBJRERERK4yC9ewaLYDCNL7WlOcHBIiIiIy2SmoJCIiIiITyJxS/qlM3EDodCdNu5X4VkRE5GqkoJKIiIiITIBMqnYPnfa77dsNjDxnjYiIiExWCQkqffJJ3FzfYqFjJCIiIte3EL8Oz1lyIUTgnQ6qvz72ab9FRERk8kjI7G+f+tSnuPHGG+2LxeI3v/kNH3/8sX2xiFxnxlK3ioiMhuoVERERGU8jtTUS0lPp448/5sKFC/bFYrpw4YICSiIiIiIiIiJyTUlIUAkzcPKb3/xGw7wsPvnkE37zm98o4CYiIiIiIiIi15yEDH8TEZHRUd0qIommekVERETG00htjYT1VBIRERERERERkeuHgkoiIiIiIiIiIjJmCiqJiIiIiIiIiMiYjZhTSURERERERERErm/D5VQaMag03EYiInJpVLeKSKKpXhEREZHxNFJbQ8PfRERERERERERkzBRUEhERERERERGRMVNQSURERERERERExkxBJRERERERERERGTMFlUREREREREREZMwUVBIRERERERERkTFTUElERERERERERMbsBo/H84l9IYDb7cbv99sXj+hTn/oUSUlJ3HDDDfaiK+6TTz7hwoULfPzxx/YiEZEJcyl1q4jISFSvXLsmc9taLk7XHyJyrRiprZGwnkpJSUnceOONk/akd8MNN3DjjTeSlJRkLxIRERERmVQme9taLk7XHyJyPUhIUCl8F+VqkJSUxKc+lZC3LSIiIiKScFdT21ouTtcfInItS0jtdrWd9K62/RURERGR64faqtcefaYicq1KSFDpauuWe7Xtr4iIiIhcP9RWvfboMxWRa1VCgkoiIjI5FTd00dXVRVdDsb1oxDIRkSHuL6d5Txdd+1upvN9eeLkyqdpt1EntWzLthSIiIjJJKagkIiIicr15vN4IKnfVM9qwcuafLMA9BUhyMe9PFPgRERERBZVEREREZBS6f3SMwAXgQoBjP+q2F4uIiMh16IoGlabdt5qt22vZ/OjdJNsLRURERGTyeL2SvMVZZC3Oo/J1e+G1xbOklKrnmml/qRL1yRIRERnelQsq3b6av9vwAHNnzWZ+3nq+mWdfYfRWfWcve/fuZe/eOlbZC0VERERExiD17kV473DjdHzaXnSVu4/NL4fbzbbHd8a3FX3fprYJbq9fufcqInI9uXJBJc80nJF/HDimxpSKiIiIiIiIiMgkduWCSgdeZf+JQePvX77Na/9oX0FERERERBLnCLu2bGRjRfixnwH7KteM6+m9iohcOVcuqMRJXlyfy9KlS1n6SBX7zfiSiIjE48SzpNjI8bHHmHa7q6uLrv17ad1VSf68aN9PEZFxcX8V7V1ddHW1U3X/xcpcZK7dQXO7pb5qb2bH2kxctk1HxZlNVWv4uVrZlpdmK08nZ90Omnfvjb5eVxd7dzez46+y8cSuPYxi6s3tyheadepUL+WW52vfEifDkjOdnHXbaGzdy979lve7p5XGZ0rJTrmC9XPyXB74xgZWpYcXDDJw4jjHe8OPQUKxW1xDLvO9/tkq1n55PtPsy0VEJMYVDCqJiMjopFO6q5XGdblGjo8plqIkB64ZGRQ+00il/SJPRORKSMqmvLmZ8mVpuK3xFKebtGXlNDcUYwsJXUQaxbWleF0AIfp3V7K+tS9aPLuQHc3bKF2Shnuqw7IdOKa6Sbs7g9SYpYnjzCij8aVtlC5Jx+Ny4EiyFE5x4bkrh7KmZnY8OrZ3fLmmfWEFa7c10vbyVlbfP58URUbG7nNzWfz1zbTsaaFh0yoWp2haIRGReCYwqDRCsrzRJOz7/AOs3d5C+x5zmz3ttOxcywO32FcUEbnWTMM9zQEXgvTva6BydR5ZWVlkZeVR8UIvAYAkFxlfKR3l3XgRkfFz+8PFZE4P0tdaS9HyLLKyssgrb6L3A6PcMTOHkoLR9t5xkr2lktyZDiOg1F7Bup2WgBIeSjfkk+YEQj46a4pYnmW8ZtbDJdS29uA7+2vL+iNpoMTctvpQ0Fh0rofq8PNlZbH86e7o6rOLqSnPxjMFOO+n1/J+s5YXUbmzk/4ggJO0gkqqloz2PV+i5BQWF22moWUvLd9cxeI5bpKtQa5EuX8zbdZ2/J522l9upG5MgZfZPFLVSFu4Xb93L+0tDVTkzR1xRuhp961ma4PlesDcbutf3jd+PYqSppHiXcHahjbammrVe0lExGYCg0qX4fOrqPu71SyeNS16ByjJwbTbF7N62wZuta0uInKtGRw4SF3Bckpq2jj4TsBcGqCneT314YufFC+5M6xbiYhMNCfu20L0fKuINc934jOrp8DhFtZvbKM/BOAg7Y/zbdvF4yS7vJ7ShcaAucChOtZ9pxfzKc1VckhPAQjR17qG2n2+aPkH/XQ+X0HRqkosoaAE8VC6IZdUBxDqp21DAest75egj4O7aykpqKXnHIALb8EavLFPkhDJKYtZVdVA28sNrH3Q0ivpwlkGel5j198+xqZEHoAZrtjAT5IDx2fczPSuYG1DC3Vfn20tjcu1bj0PpccGvRzTUrj70a08v2lxnMBSMnevaaBpwwPMTbFcD5jbzf2zDTRtX8XFX3kMvvvXFH/rVY68ezayKPnW2UbvpbZGar+xgvm6uS0iMpFBJXuyvI3sH1W2vBRWf2MFM83ezKH3jvPqjo1srKhi1+unGbxlPvMUVRKRa1o31U9W0mHe5bfrfvuEeRHlxDXLXioiMrFCJzvZui8m9GM408CB02ZWm1s9xMlOFCPt8RpKM904gMChWoqe7owNKAH8/k3EDnibIAuLuMcMZvXvqabhpH0FU7CTrXv6jFw+7gV8KWHDlKcx/8trqW1qo61hLSvSU4wAzYUQZ989wqs7Sslflk/x5ud49T+iQZGE+OG3Le35Kna98hpv9g4weAHAwcwvr2fDiNEzN/O9bgZPvcmL4Tb9vxzHb341pnlX8TdftoWVMjfw5JIU47M+7+f4v+yiqmIjVd99jeO/MDZ0zFrBk3+ZErvdZRlk4PVdbHo8n6WPbGLX68cZCB/KZDez71/F5hf30rJzM6vuT4kTCBMRuT5MYFDJnizvOIOj6Y2c/jBfCJ8ffvEmVas2smvfcY73vs2r3yrl0cZ+VIuLyHXtp4FIUOnm8UocIiIySr4fNw0N/pj63jd7Wk69mZFi4M4lVVSuTMUBhN5pozJeQAng6AneD2L0flpeTeEETVqQ/sVUI+F4qJ8DO3324hjBF05grOHk9vmRjNmX5b5Nz7P564uZfavRCB78xWmOvLKd4oeWk//4JnbtO02CQ0lRvzxtac+/zauNz/FsRTG56/fjByNo9KUH7FtZJMPpXTy69lleDrfp/2Ejpf9wBGPenmRm37MsZv1VK+Ybzf3QAK9VFLHxH17l7d7jvP3D59hYWMWbvzDWTPE+wnzLlgnzyyO8+q2NFOcvJf9vd7H/hN8MosG02+ez4hsN/N3X7RuJiFwfJjCodIm+kILb/PP0v/8DR2zFgz/cT9+vbAtFRK5JLlLvzaX4iTKqvl1PfVMre/fspWtXdqSeFBG5soJ8+J/2ZVG9Z+OGhmLdtIiaNV5cQOh0G+tWN2DNohSrg6b9/UZPIGca+TXttDfvoGylsf14SXWZzx7wj7BvYaf48Jzxl3NK4rPx+HtfZtff/jWbGvczcCVnU/7pLv7jXePP5FtnMnyfoUH63njVDCBZlr7+KkfM4JDjc7O5L1KyjNn/1fgr9NP9PPfTSIHpCP/w76eNP2/xMH+cbzaf/Y9X2b6+jGd/cAS/GVgSEbmeTfqg0t23hpsEgwRO208/AG8y8Ev7MhGRa4mTjCfqad3fSv3TxeQuz8Z7ZyqpKS4cUxygRq2IXEOcd3qNXEWE8B0+cNGgTd/OEgqqO+g3O0E53WlkP15F655WdjyRwXj0XXLdZA66G/yQXnvhBDg74OOsWfe70x8yk0jXsbloMaPOlX3Jkkm5/yE2VNXR0NJO+27z0fL3fCGcY8jpYqZtq6iPCLxjXwZwnEC4qf/bzujNknQP08zDPXD61fDSGIOnA2aQysWtIw69uzyRWfX2tLD50fm4w7mdBv3437OtLCJynZj0QaVPJ4VHyvsZSGSSQRGRq4S3vJ7K5am4koCAj97uDpr+fj3rnyohLyuLrMVt9Ns3EhG5SgUPd9ATAHCQ+vDoZk0LdNdRkpdFXnkDnT/xE7wATHGRtrySxi3ZCQ8sBUNmAqDkm0nMgLaxOd5YRv6yfJ595Ugkz0/yrTOZ/+BaGtrMPD9LZiZ+lrLkxWzY1ULDNx7hvvSZpExz4JhiPqal4B5VQGuQQbNH07D+X9AcSgdMS+Ym88+ZX7bPIG0+1pnD48bDLTOHnVVvcOA4r36rmNzcIqr+xb6hiMj1YdIHlaJc3HqPfZmIyLUun/wM435t8HAty/OKWF9dR8veXnqP9hMAmOFM+AWTiMgVc+EEFX9ZZwaWXHi/0UjlKAJLAIHDbdQ+WcDygmo6B4zAj2thMZusKXoS4N0PzWF8Ljdp9sIhPstNU4y/gmcTeQvgLG82bho+z8+aOlr2tNBQtZbFt9u3vTQPlK/ivs8ZN3wHT73Jq9+tikna/eZl9dZZTEq4p9P5wWhOqNMBPoquNHG+8Aibd7aw98W6OLPqvcr24lxyizey6/WBIUP5RESuJ5M+qPTme+H7FMm4zPHUse6LnoBERK4196fhcQAEOfFv8RPVOu+7fVxzh4iITLgPOqjY1EZ/CEhykbGmhuKxzBf/QTe1pZ2RBNk3xW1DXrqDR9816mNHKt5HRw54OR8ND+fz0/fWyEm9L5WR56eI3IeK2W7pvUTSNFLSM/jj4ceijcFDfHGO0R8o9L+MRNu7fvi2JWn3MYKjmYRnGMlfvo+0zxh/D545zPFwwbsD/OK8+ffAaxQvXcrSYR+5bErUyIb0+cy/PdrXa/AXJ9n/3U3mrHq72H9FE1iJiEwekz6oxH8MmN1fHcxetBZ7eyL5y4sjJyARkWuXA8e0OBcuzmw2Lk27MlNqi4iMp5MNrNvRY/TIdKSSW1s/tsBSIjgc3GxfBrDnFQ77MWadyxsh4OXMZuMyo44OnT5A81H7Cgk2OMD+xk0U5+dS/K1XOfLuxeaACxAMB2xunclIc7aBE4d5svn1+XAOI4vPr+ILl9oj6vOr+LuvzjWHsPk5+E9vWgpf5fj/NocbpvwpG0rC643VWN6r6cIg/hP7ee6vc8ktLGP7D4+M36x6IiJXqQkLKiWnzGZu+tyYR/Knw6UOkmPKLGPAe/dwPNyV9nOL2bprK6uWzGVu+t2s+EYdLxSlMvSsJiJyjXi9D18IwEH6V2ooXeIxh7o58SwpZsd3y/ASiNuDSUTk4hw470onfYRH6nT7NhMnuK+Cyua+SK+g3M1V5Fj35/5KGndVUboyI2Y/nSnZlD67CA8APk50RstG43C4p/yUOeQ8lRmnN2gPO5otAa9nm9n2WHZ0H5weMlaWUd9chncqEOqn49sNZs+piTDIwOu72PR4Pksf+St29djLw/Zz+n3zz+S5rHqxjs3fWM3qktVsqGqgcecG7o6s20/AnHE5Of1h1t6fYgR3klO4++HNNFYt5tfvDhgrfNrN3Q8vjm3TR1ja/UseYu2mBtq2rWCmmZz99A+3sd02w9vL33uN0+a5cOaXttLyYi0bilZwt+V5VpdsYNWfxW4XayzvFfjhsxQ/lEvR+u289r90sSEiMpwbPB7PJ/aFAG63G78/kiJvRI7wbYsR3LepjQ3e0d5XOM2rS0vZFf7386uo+7vwycbmF2/y8sB8HvpC8tDtRhAKJ1gUEZlAY6lbw9Ier6dmZWr83kihftrKekmvyyUV6N+dRcnOaHFxQxe5M4HTbWQVN1i3HLFMRK4el1Kv8Hg9XStT7UvjitQr91fR/pQXJ0F6nllOxeuWlUYqs4q8bj9tWSVEa55MqnaX450KwUPVLH86dgxTTD0Y6KG2qILOoPV1hxOkr7mcNS9cbA45G2cu25qLSbc9sX3fXMuqqH/Ca0ykMJzzPjqfWUPtwdGH/0fTtk6U5C9v5YWvD9f7J7ZtPfvrdWz98sxhzkcneXE3PPTwbEt5dPuLXgtcGOTk7v/O375wPO794uT7N1BXch9uMz9VPP59xRTtMANbcYzlvY4HXX+IyNVqpLbGhPVUuiw/3cVf/+2LvP3uWULhqbMvhDj77tvseuZZTquCFpFrWN/OEtZt76Q/YKnrLgTx/6SD6q+W0HDSuraIyLWnb+c66g4FjH9cXkrryshwAoc66TjUj/+crS14PoDvaCd16wrGHlACCLaxfmMDPQOWQNCFEIFzsYOfAnsqyCuopi3OPoQCPnr31bH+4aIxBZQm2uAPN/K3jW8zcNa2/+cH8b/rJ/i56LKT3/1rNr1gWzfcJv/rMl7+eZDh0ir9+vxHhMLDz8IuhAidHeD467vYVJhL2TABJYDB15+l6JGNPPf6cQbOhqLXBKbQ+RC/Thrap8xqLO9VRERGZ8J6Ko2rW6Yx7ZdnxzTGWXcKRORKGEvdKiIyGqpXrj1XvG19qZJTmP25ICdPjaVVfv3Q9YeIXK1GamtcHT2VLmaMASUREREREUmwwQEFlERErjPXRlBJREREREREREQmlIJKIiIiIiIiIiIyZgoqiYiIiIiIiIjImCmoJCIiIiIiIiIiY5aQoNInn8SdQG7Sutr2V0RERESuH2qrXnv0mYrItSohQaULFy7YF01qV9v+ioiIiMj1Q23Va48+UxG5ViUkqPTxxx9fNRXlhQsX+Pjjj+2LRUREREQmhaupbS0Xp+sPEbmWJSSohFlZ/uY3v5m0XTs/+eQTfvOb3+gELSIiIiKT3mRvW8vF6fpDRK4HN3g8nrhnKrfbjd/vty8WEZHLoLpVRBJN9YqIiIiMp5HaGgnrqSQiIiIiIiIiItcPBZVERERERERERGTMFFQSEREREREREZExGzGnkoiIiIiIiIiIXN+Gy6k0YlBpuI1EROTSqG4VkURTvSIiIiLjaaS2hoa/iYiIiIiIiIjImCmoJCIiIiIiIiIiY6agkoiIiIiIiIiIjJmCSiIiIiIiIiIiMmYKKomIiIiIiIiIyJgpqCQiIiIiIiIiImOmoJKIiIiIiIiIiIzZDR6P5xP7QgC3243f77cvHtGnPvUpkpKSuOGGG+xFMkaffPIJFy5c4OOPP7YXichV7FLqVhGRkaheERERkfE0UlsjYT2VkpKSuPHGGxVQSpAbbriBG2+8kaSkJHuRiIiIiIiIiMgVl5CgUriHkiReUlISn/pUQj4mEREREREREZGESUi0QgGl8aXjKyIiIiIiIiKTTUKCShryNr50fEVERERERERksklIUElERCan4oYuurq66GootheNWCYiciW4MkvZ0dxu1E1dXXS9VEmGfaWJ9ni9uT/1TP7aMpPy7++lq6uL1qcz7YWXyUN+jfHZtNcV47EXj8o47d/V9BndX0V7VxddXe1U3W8vFBG5+iioJCIiInK9iVyED/PYu5e9rY3s2FJK7gKXfetxkfZ4Pc3lOaS5ndGFjk/jsK50vZlRSmNXF11drVQutBfGcf8iFtxmHDHXvEUkMGwDZHPPPOOzcc5OJ9tePBrjun8iInIlKKgkIiIiIrEcDhwuD2kLcyiubmXv96vINwMK48JZSMmyVBxAaKCT2sLlZGVlkbWygm77utcR71/cY/QIGjhA4yF7aRyvv8GxD4w/A8feSPCx66T3ZBCA4MleOu3FozGu+yciIleCgkoiIiIi1y0fnU+tZ73tUftCB91HfQQuGGs5bvNSWNPItrw0+xMkxle8pDkAAhx+vpbOASN4cTXwLCml6rlm2l+qTHDPmxwevMsFhOh7qwmfvTiubiofziIrK4u8LYkO2fhoKDWCfctLG+Lsj4fsJ6qob26ntXK4IzGe+yciIlfCNRxUuo/NL+9l7944j++ssq8sIiIich0KETzaS6/t0dlcR/VTReStLKLuLT8hAFykP1ZJ5TjkgXE6zEFuIT+nRtMjZxJJvXsR3jvcOB2fthddFueji5jjBM6f4MALV0OQLZWML3pJdTtxaOJiEZHrxjUcVBIRERGRyxL00bGlgHW7+yOBpYyvluO1r3eZFtxq5m06/xHv2wuvSx4K703DAQT7DtJmLxYREZkkruGg0hF2bdnIxorwYz8D9lVERERE5KL6dq6j6ZjZW8a9gAeX2deQhJqRQ3oKQIBj7R32UhERkUnjGg4qDTJw4jjHe8OPQfMOm4jI1ciJZ0mxkbdjj2WGpv17ad1VOb4JdEVECNK2+xgBAJzMuTfXvoLJReZjVTS2GtPGh+up9uYdlGbaZ5Erpt5cp3yhWYdN9VJumYWu/nHr+i68K8vY1tTK3r3Wmeraaf52KZnTreuGRV8j9rlsxjzN+8X3vX3LcHmFLm7MCbojMqnaPdzrDy1zZZayo7nd8lmNdCyhuMFcr6E4ujAyk2A53qnGIufC8uhzxhzToftg50zJpnhLPc27Ld+hri72tjZS+XA6iTrbOR/dwd6uLrq69rJtpb00Vs4z5jFq30aOtWC6l9x122hs3cve/ZZ93d3MjrWZ2L/xF5O5xXyd3VUj5ueK+znYOOflUPbtZtqtv5U9rTQ+nU96og6iiMi1HVQSEblWpFO6q5XGdblG3o4plqIkB64ZGRQ+0zgueU5ERCIOddFnRJVwuGeRbi93ZlPe3Ex5nhePy8yRhFFPOd1p5JQ301yefYlBgRyqdrdS9Xg26SkuwimYAHA4cd+ZQ3ljPcUzLMuvWpeSoHusfovs8maay3NIc1s+kSTzWH6/nuLZ1vUnRvoTjbQ2lZG7MBX3VOuHDA6Xh4yvbaPx6ZHCLaMXfKGH/hCAgzkLhwuSAuSSkWYco+CPO4n0G1tWRXtzFcVL0vG4HDF5pBxT3aQtK6f5uWIjODjB0h7dQXNNKdl3unFaD+MUF557C9nWvIPCK/D5isi1aUKCSslfr4skyW5ck2IvNs1lQ1M4mXYdq5KtZcms3mlLtr27nZaGraz98nymWVdNlMg+t7E5zrnrvk1t0X21F5qS//AhKrY30tZu2e+2Ruo2PsTcmPcnIjKSabinOeBCkP59DVSuzjOm2s7Ko+KFXqPnQJKLjK+UXpHGq4hcLw7y/i/NP6ck444pS6O4tpRMtwMuBOhrraVouTHL1/LCWjreCQIO3JmlVBeEgxgNlGQZ61QfMofWneuh2lyWlZVFyc7w87u5eSpw3k9vay1rCo1ZyLKWF1G7z2f0Rp+SSvbjMf1IxtHF933505c2u1kkQXfwBG+MV4JuTz7FmW6CP2mjNnwsH66g6Wg4aphKzur80QUAd5aY77mannPGouCh6shxyMpaTsXr9o3im3ary8gj9U4nDVtKyDOfI6+8iV5z11z3FlCakOBhC2/82Di+jt9fwLBhpZULmDMFYyjiXstn+l9vxpkEoZ/30vb3a2K+750DxvgIxx3ZlE7wUFHnkioqC9JwAqEz3TSUW9sMPfhDgDON/IrE50YTkevThASVBv/xCCfNsWfuP1xB3LDS7ffx+VuNP0M/PcJLg9bC+dxqjxxNcTAtZS6Lv76ZlhcrWDzJgjSzH9zK83/3CHfPcpNsvUOQ7GbmPY+wdefk22cRmbwGBw5SV7Cckpo2Dr5jtqwJ0NO8nvrwBU2Kl9yENLRFROI79aFZ30y9OSaI7Vm7jtyZDqNe+lYRa57vxGeuGhzopG51OR1nQoCDtEWFlxQA//BkC+sfLmD98530DYSf3EdnTSUdp42GpjMtY/jgwFUhmqA7cPSVaK+YBHPe5iZ0qJaiJxvoDB/LD3poeWodbeaxdMy+h/zYzcZf0MfB7XksX11L21v95nBLCBxuYf13ezD21IN3xaV8g4bqOHjKeM4pc7inwF5qyL9vDg7iDEW88CF9L60n76vradjbF/N9r93cYfaCGmmo6HjIYVOJFxcQOt3GulXVtB22thkqKNlhHkflRhORBJmQoBKDuzn+v82o0ufSWHa7fQVIyZlr3vEKcbp3NzExJXvS7R0v8trrRzj9S/M5b7mbx7c8xKSJ0dy+itUFc40eVBcGOf3mi2w39/vNU+Y7u+VuVpU/YNtQRCSebqqfrKTjA/tyQ/fbJ8yGthPXLHupiMh481L0R8ZFfvBQPRX74vWu6aOu84TRo+iSAuANVJQ20RvvqfHR8mO/8eeUm8acx2ZSWVjEPSkAfnp+0GMvTZxQH53PdJrnDisfDQfCM/258UzwsOruZ9ZQuSccBLF5/SAnzJ5Qzmmp9tJLs6fTfE4Hqd44ITRnId6Zxt1h37GO2KGIz1ew5nu9cY4hcKaFE+8ZfzpumrhvZKSXW6ifjq0N9NlXAIL7Gjjwc65AwEtErlUTE1RikBePnDZPUCnMfcDeVymFFX9odqIOnebID2JDSkOSbu97mee+tYnSR/LZ9b+MdR2f/yJfjROsuhLue3QxxvlnkCM7HqX02ZfZb+73s2sf5cWfGkciec4XeWTSRMJE5Kr100AkqHRzgtrZIiLx/JYlb0zEXYtInQ4Q5MSPRhjytd+HEfpx4vq8vfDyBN//8IoFQhLJm5VmBMUGemg7Yy9NoDMnaIobDQFO+iMJ2SfXOeUEAXOfnb+TqDso3fzzMePdOmZ6h/TMcj6YTqrDCMId+N5YslsF8f/f8M1vz4hJtxMp565Us1dVLy3Dfn989P3cOJCO/+Ie3RBHEZERTFBQCXjpbU6eN/5M+cNlsUPgbl9G2ueMP0M/fZuXrWUjGuTVN/rMXk23kvLf7OVXwlwWzDAjRe8dZNfrQwNkL7923Nhnh4eZf2wrFhEZlovUe3MpfqKMqm/XU9/Uyt49e+nalW3LbSIiMh6cpP6OeQka8HMivHjGNLN3kBPvU5aZpuyP9hxz2JuTm383vPEYOT2kLc2n9Ilytj1XT2Nzu1EPPp5uXExf1SYiQbch+OEp+6Koox/G730zgVx3ZJD7WCllW3ZQ/1wjrXv2snd/I9m32de8fD17jxnBTkcq3pghcE7yFxpDEUN9B4YNwjlT0sguKKW0fBv1zzXSvHsve/d2UTxvor+RHtyfMV9zZq45m2H8R9kC83c8zc2CmOcQERm7iQsq8Spv/9QMsKTMjsknlPLAXDPINMjJA69GC6xumc+Kv9xM7c5G2na30767nfbdbTT+eSqfBsCB8xb7RlfC7Ej+p8GB4wzYiwG6B8w7dcm4xtz9W0SuP04ynqindX8r9U8Xk7s8G++dqaSmuHBMccAF+/oiIuMhh1nhm4C/OMXB8OLfuWkCAjpp5G5ppH13Izv+qpCc5Zmk35GKx+28ZurBCUnQPck5M0qpb+2i9blKivNyyF6YRuodHlxTzNnVxuNzPtpMzwBDh8A580mfidED76226PKw2blUNbXT3rSDskdzyMlMJ/UOD+6pDmN2wvHY1xGl4lK3IxG5AiYwqASv/Xu/2atoJnO/Eo4qJbN4ttlvabCft/8lun7Y7L+opa1pM6v+bD6zb3eTPMWBY4oDx5Rk3J+bNgENmbFwRqa5TfZuiJ2xLvJYwUz7ZiIiw/CW11O5PBVXEhDw0dvdQdPfr2f9U+bMOIvb6LdvJCKSYM5HvcZQIEL0H7WkkP4oZA4989O5Kjr72UiP6Kxuo+Ekv66G4oUenEkQ9PfTs6+Nhi3rWf9kEcuzssiqCSdxvlpNTILuSW1hOfWVOaS6gAsBfEe76XihlvVPrafkYeN7Mz5DAn10HDP6hVmHwHm+5iUV4INjvLLHur4RcNpRW4w3xQkXgvjf6aGztYHKp9ZHZiasPjzR38izDJqjQkLHGob85uI+VlYwwoBVEZFRmdCgEv/yNv1mZ6WZcx82EmsnP8zc3zOWDf5kP69Z1we4fTVPPjyb5CRjGtnjr5tJr8OP1pNmQ2Zixc0pAECAoFmhi4hcvnzyM4zBbcHDtSzPK2J9dR0te3vpPWrOjDPDqZwIIjK+nNlsXGYEPYb0pBkI53Vz4b4rujhh7lpD9mwHEMLXvoblBSVU1DTQ9lYvvT/xGa/9GccwNxmDhMyGouvWDHth1K0T0dtqBJEE3T4OjGeC7kks/ysZxlDucz3Ursyj6Klq6po76T3aS/8HAB6cv23fKjF83+sxbs5EhsB5yJlnDNb0/7gD+yeSviabNAcQ8tHx5HIKVldQ+3wbB4/2RmYmvHnK2L9RZ8+bv6upNzN81qh0bo6bk7WXD39l/OWY7rmkGRZFRC7FxAaVeI39PzGjSv91NiuTIfkrc81eO2c5tu/N2NWBuX/+BXNonJ/9FUVs/JaZ9Dr8+HmQX9s3SrQhAaQUPv+5uLU5cAT/WfPPweM8t3QpS0d4lH7XtrmIiNX9aXiMqzhO/Fu8mXrAed/tV/dsRyIyyaVRXFuKdypGvp9XNsf2pHnrBO+eB3Awa0GOtSQxFnjMvHE+er4Tbz4r8KbdPkxQ6H0+Mm/2OW8efkaXnD/wDLP9xMhZPs+YBv7kAZrGpTfOZJdJ2ueMTyDY9wadcU92i7h9un1hggRb6DkZMofAFeKckYvXDPL1/GOvfW0W3G5mMhzooe6kvRTAy5zbxv6N6j0bfuNObh4uQDsjg9RhEil29puzIN42hxyl2BCRCTLBQSV4c98xzgI4ZjJ3xTRWhoe+/bKPf7XfBgCmTbnJ/GuQwZ/aCklmxaI0o8fTRVl6EN06kwdspUNExkEnk/qF+TFFyfevYoGZU2CoAd78qVmhJ8/l4W8+gJliSUTkMjhwTIvTH8mZzcalZu8BEZEEc87Lp6q5hlxzWvXAoTrKm+1X/G0c7DOWOe/Kp2pJnLoKACfpX9tB1WP25aPlxDnbvgyYXUzhwuFC6930vWd0VXLMXERp3O3LyL1ruH0eA4eDm+3LRiWfRX/gBEKceLMp7s2Dq41jyqUdCcxth34aTrKfMnsHjYsgTT39hADHzHTyV6TjHk2Q77edpNmXAWmPF7LgUgJgh8MzJLpZsDI77nHIfWLRsL2QfK/2mAnePWRvLI67bwBMz6Hy2+UTNiudiFzbJjyoRM+/0vdLAAczv/A3zP894+zg/8lrHLGvCxx5zwzQMJMv/t1DzDeTcU+btZjV219g1YwAA2ZXT9fMVay4Zy6zU+KFmfZz+n3zz+S5rHqxjs3fWM3qktVsqGqgcecG7rau/sbJSJLtafdspm3nZtaWrGbtpgZeWJNG4H+HZ3VzMfPhxcydkxIJbh3f+U8cMXsrTfvCalpebmDzNx5icfpc5qbPZe49K1hVspa1D881txARGcbrffhCAA7Sv1JD6RKP2ch04llSzI7vluElPPRERGSsHDjvSic95pFN/hPl7Ghup72mEK87GlAqeTp+j8mOnZ30hwBceL/RTP26XLyRi2oXqUuLqdrVzLaH07h5SA/wi7BcaC+qqCJ/QTiA5MK7spzGZ3PxBAPDpkNo+dcTxj47PORsrbfUoy68BVU012bjOhccdvuLORxuq06ZQ85TmWPuORrJVRU8wcHd9tKryWF8vzT+cqTlUJ45liNhCf7Ny6dmbTYeM6LiTMmm+NuNlC2EwLnYrRKq+Q1OBI3vyaL5xix8/Ufb4n7fD78b7hG0iPIt+dHv+nQvueWN1Kz0EAxcwjcqkjQcnAtKqbc8tzMlm9LnmimeB8HhjsOZOpoPBgBwzMyl5vvbKI5838GZkkHuuh20NpaSEfd6SURk7CY+qMQRXvuJURE7Zs3GuPHl5/g/HbevCMDgP74WDdD84SNsftFIdt2yfS0PzErG/z/3c9rsgTTtD1ewauNWvlkU27PIMMhLbxw3E4WD45aZzL//AR740gPcl56C+/YUYm5evft9Xu0Jj2OD5Nvns/hLD7DYm8Kn393Py+98ZJZMY+5frGXr06uIvOrgfjZteZmTZrCLz6Qw//5HWFu1la1VW9m6cRUrvrSYL85Vum4RuZgW6vcYd09xppKzrtGcJridxnW5pE3tp23TG+YFl4jIWHnIfmYb22IeZRQuzyTNbV6KBn30fG89RU93GHnc4jnTwLod3fhDQJKT1CXFVL0UnsK8lfq/ysU7wwkXAvjHOrPA0R20HDIvlN1eCqtbI89b9XgmnvM91DWeGj4otGczLUfN0EBMPdpK1aNe3KE+2v7pxPDbX0TwB2/Qa0StcN9fTqs5bXv7ltH0A7mWEnQHafnXXjOA5yazPPw5tVN1v33doVqe6zADk05Sl5XR2G4ex6Yycu900r+7kjfMoNX46ODgz4KAE9d0x9DcYRa9O1roCWB85gsLo9/1l6oozvQQPFRH088u5Rvlo+75jsjNJOtztzeVkXOHA393w4jHobuykpaTxn47bksnN/J976K9qZLiJWm4pkDoFz5N8iEiCXEFgkpw/J+Ox14ADfwHr75rXWAxuJ9Na5/ltRN+Bi1Tc4Z+5efkP1dR+uyrBMKRoosY/OFG/rbxbQbOxlbyofOD+N/1E4wZ0jbI/s1P8Oy/nOasJfH22VOvse2pXbx9/iIv+tMXKXson2dfOcLpXwwSsk8rej7Ery+MWx9eEbmG9O0sYd32Tvqtdz0vBPH/pIPqr5bQEDefg4jIpQudD+D7SQ8dOyvIW15ExUtmsGAEwX3VFHy1mrZDPgLnbW2tgI/efQ1UFORR+XpM0SgE6Xy6iMqXevGdszxvKIDvrSbWF1XQaW9nxQjS9lQR1Xv68Mdsb9ajX19DU/Q+4tgF21i/sYEeM0EzABdCBM6N4kmvsQTdwd3rKX++B5/1y3I+QGDYaKTFyQZKyurofCcQ024O+vvoqC6gZGf8fFqJ1NFl9moDgj/uHD7IF+ykoqiSlqM+gjFfSR8Hv7eeoqc7+f+s64/FoTrWlDdx8EzscTCeu4KS6s6LBED7aCotYP13OunzB2OvQULGTHVtNUXkrW4wh8qJiFyeGzwezyf2hQButxu/f3T3vh2OKxscmTZrNs73TjJwkThPQt0yk9lT/JycoBcNhacuEZGr2ljqVhGR0VC9cvXKeaad0ruchE62kFd6beRTEhGRa89IbY0r0lMp0c6emuCAEsAvT09YQElERERErjHOQjNBd5AT/6qAkoiIXJ2uiaCSiIiIiMjVxPO1e4zZzD44xit77KUiIiJXh2ti+Nv1QMPfRK4NY6lbRURGQ/WKiIiIjKeR2hrqqSQiIiIiIiIiImOmoJKIiIiIiIiIiIxZQoJKn3wSdwSdJIiOr4iIiIiIiIhMNgkJKl24cMG+SBJIx1dEREREREREJpuEBJU+/vhjBT7GyYULF/j444/ti0VERERERERErqiEBJUwgx+/+c1vNFQrQT755BN+85vfKFgnIiIiIiIiIpPSDR6PJ24UaKQp40RE5NKobhWRRFO9IiIiIuNppLZGwnoqiYiIiIiIiIjI9UNBJRERERERERERGbMRh7+JiIiIiIiIiMj1bbjhbyMGlYbbSERELo3qVhFJNNUrIiIiMp5Gamto+JuIiIiIiIiIiIyZgkoiIiIiIiIiIjJmCiqJiIiIiIiIiMiYKagkIiIiIiIiIiJjpqCSiIiIiIiIiIiMmYJKIiIiIiIiIiIyZgoqiYiIiIiIiIjImCmoJCIiIiIiIiIiY3aDx+P5xL4QwO124/f77YtH9KlPfYqkpCRuuOEGe5HIpPLJJ59w4cIFPv74Y3uRyLi6lLpVRGQkqldERERkPI3U1khYT6WkpCRuvPFGBZTkqnDDDTdw4403kpSUZC8SERERERERkVFISFAp3ENJ5GqTlJTEpz6VkJ+BiIiIiIiIyHUlIVfTCijJ1UzfXxEREREREZGxS0hQSUPe5Gqm76+IiMhlur+c5j1ddO1vpfJ+e6FMSo/X09XVRVdXPcX2MplQxQ1dxmfRoE9CRK4+CQkqiYiIiMhV5BICCplb2o1tdleRaS/7kwW4pwBJLub9ib1URERErlUKKomIiIjIZen+0TECF4ALAY79qNteLCIiItcoBZVERK4GC3Ipf6aR1r2j71UwIRKyXx6yn6iivrmd1kr1cBC5Kr1eSd7iLLIW51H5ur0wEbzklm+jsXUv9Y/by0bPs6SUqueaaX+pckhvqytpsu6XiIyG2jFyfVNQSUTkanDXIjLv8uBy2AuusITsVyoZX/SS6nbiUN58EYlrHosy0/FcXmVD6t2L8N7hxun4tL3oipqs+yUio6F2jFzfJn1Q6b5NbezduzfOo45V9pWvAau+M9HvbxV1Q46t8WjbdJ995TGLfn5tbFbgXkREREREROSaMemDSiIiIiIiIiIiMvnc4PF4PrEvBHC73fj9fvviuByOy+uKPJLklNmk3hJ9/vtKtrI4BeA0ry4tZZd15WvAqu/sZcXvMYHvbxoz0z04w//Oeoi/eXQuycBgz7Pkbn4zdvUxum9TGxu8ycAgR2py2TRJc3eGQiH7IpFxMZa6FTKp2l2Od6p9ucXpNrKKG2wLXWQ+VkZBlmWoyIUQwQ/6eaOxkrrugGVdL+XNVWS6gWAvDQXraQtaigFwklvTTPE8J4T6aVvdiqf2UvbL5vF6ulam2pdaBOl5Ziu/LqoiYzrg72Z9QTW99tUivFS+ZKwbOtbA0nVtMccweKia5U9348ospuwri0hPcUW6qQf9/Rz7lwZqXuplyNuPcJK+vJjCB+8hdXq0i3so4OPwD+tG2Db6ebinOqLbnQ/gP9ZJw9NN9Ng3ERmDsdUrpsjvr5+2rBIu8msFc/a38oVOONdD9coKYk7p91fR/pQXJ0F6nllOhTWv0pAyF5lrKyn6YhrucAMk6Kfv3xqp3N6NtYaKvOawRrP/xdR35TJibWPWDzGmZ1K8poBF8zy4ppjLQkH877xBY1Ud3R9Y1l1YTvOWTNxA8FgDBevahtYHzly2NReT7oTQO22UrIbyS9mvETjn5VD8aC73zHTjDO+zWf8faK6hdp8vurL9O+BMJ/8bpeQsjA5pDp3z0/+joZ+LnSuzmLIH72FOiv11fRzb18SO5p7Y7SPfiRB9LyxlTbO10HRXOc3PZOIeYZ308ma2ZbpjvpPFDV3kzoyeh5zz8ln3RA4LwnX+hRCBgcN0fKeGlmNDPqXhXeF9jn8OtxvL+d80mu/BRc9zo3EJ51B73XHItm/xPsvpmZRWFLFothtn5BzfN6b3n1NSSG6GpX4KBfD9+ADNNbbf/YS0Y0Qmh5HaGpO+p9LgwEmO9x6PPAZ/bV9DLs9ZTluO7/FfKrgiclVzZlPe3Ex5njc290iSA6c7jZzyZprLs6OBZHqo/v5Bo7HvTCdnjTe6Tdj968id5wRC9LdX03DGvsJ46qHxiHkCc6eRfZe93OL+LzFvOkCQE2/Fb4ilPV5Pc3ku3hnRgBKA051Kxte20VhpPTZWaRTWNbPtiWzSbDkTHC4PGV/bRnNdIWnWTRj6ecRsN8WFZ6GXedb1Ra51SeZvYpnlgg3A6SZtWTnNDcVDf0dXgHNJOc3fLyd3oSWgBOBw4r4zh/LvN1O+xPIGDlXTeNC4YHXOy2HNwmhRWOa6XNKdQKifjmcbsIR3EiLt0R0015SSfaclsEO0/r/n7hEufmcXsqN5G4X3xubIc0w1Ppf6LcPXjbnPtNJanmvkhBryuqlkPFpFc3M52dYneP0NTpwDcJA6L9dSEOW5Nw03jLCOh8zfN9YI9r0RG+Q0GcekkAxrnZ/kwDUjg8KaRqqsn+HFXOF9Ns7h9cPv85jP/3EM9z0wz3ONw34PLuYSz6FWSdlUNdr2LfxZVtdQPBucGWU0fr+cnDujASUg8v53FFxk753ZVH53G6VLbPWTw4XnrhzKG+spnm1ZPiqJbceITEaTPqgkInL96qZiZRZZWVlk7e43l/XTlmUuy8qy9QZKo7i2lEy3Ay4E6GutpWi5sd7ywlo63gkCDtyZpVRbG1av19B02LjD584opHhGtAjSKCvIwAWEznSy43nfJezXMHaWmOtX03POWBQ8VB19jiyjt4Pv1R7z4svNvKVxgl6mnKw5RmP3g2O8ssdeCnw2j8qVqfDzHpoqi1huvkZRTRt95p1HV0YpNY95bBs6yd5SSf5sI7Dm626g4mFzHx+uoOmQnxDgnJ1PeXns/uU8XWx8HgTofaGCvPB7W15E5c5O+j74KGZ9kWvd7Q8Xkzk9GFM/5ZU30Wv+Bh0zcyix1E/dTy8364M2IrXNbktdc9FeSgANlJjrVx8yezOc66HaUmfF9AaaXUzNmkzcDuCDPtpqrPVFB/1BwOEmc001+ZaqtLumyazL3GQ8WkxMTTK7jKIMl1GH7N1hBufHuF8jmVHKuoI0nEBooJPawvBxyyJvdS1th3wEhr1v6OSev84nLclPT6SesrxXwLWwmI33D90ue0slxXe5AAi+00lDeV7s6x416keHO5PSWmvAsJtj/2nskON358WZ8c5D7lwj+MJw6zizmXUbQIhTx+Icp9++h/KCNBxnuqP7tbyI2n0+jFd24S1Yw/BnFbsJ3Oef99Bk3ec9/WYvHhfer28c+ryXev6PEf4e+Ojeaf0edOI7b6zhWpgfN2A6sks/h0Y5mFVUitfRT0d1nM/SkUruX29j05psPEnW820eFS/04DdWIu3BTeTYnzrCSXptKRmuIP17aimx7GNDt/k6U1LJ3WyZoXGi2zEik9SEBZUiCZvba3mIadz3l3W0tEeTQre3NLD50btJtm94uZJX02BLQN2+u4WGqrWs+MI0+9pxJJNy/2q2NrTQbtnfvXvaadm5mVX3Df8cyX/4EBXbG2mzbtfWSN3Gh5g7mjeafDertzXStif6mm0Nm3noD0faeBr3FW2moaV9TPt6WZLv5pGqhpj32da0lUdG3M+oafeZxzf8Ps3vw9a/vI94ezw0ebuZ1PzzK9jcYClrb6GuZBy+UyKTlGftOnJnGgGMnm8Vseb5TnzmBUFwoJO61eV0nAkZDatFhZYLniCd1W30hYyGWfYTuZE7kc6CEhbdBuDnjdo6+iLbTKAzTRw4aV4CpGUPcwGQQ8bvG3vt/3FH3OFkzhmpOE+3se6rFbQc9JkN9CC+fQ2s+XotPQEAB6lLS2Mbncs2UbzQuBjs372Oouo2esLd3z/ooeXpEurCQbkFD1q2zWZBqrFPgbdqWW8d/hH0cXB3LWseXj+KC2KR8ZRKblcXXaN4jDwMbTScuG8LDamfAodbWL+xjf7whd8f59u2m0geSjfkkuoAAj3Ufn0NDfus9UUdJRs78IUARxqLvmYJHQU72frDPiOIMjOb0pWRmpT81YuMHiw/f4Oa7yS+JnU+kG7U6aE+2kpr6RyIDiQKvNNJw9NFFG2JE8QAwI17ej9tGwqoiNRT5nv9hx7zvTuZ8ye2UEakboTAoVoKVtfSdjg6vCjwTicNTxWwrt24ILcHDNuO9RsX6lNvJz3mZoYl+HLObwQEpt7OH9l7eCxONd9zP8d228oAbnPjOt3GulXV0f0K+uisKaImHMRzzyP73pitRjRh+/zVClqs+7y9hB3hfZ46h0W2AN+ln/+twt+DIqp3W78HtRTtCH8P3MxbnGHb7iIu+Rxq5cDl9NOxsSQ6hC3oo7NmDU3hYW+3pZPuCtL7fJHlfBugp7mC8v1mv0DnLBYMCY6GuUmdGaTnWwWUbO+k37KPbdVFrNttfvauDArWxj+Cw0pQO0ZkspqwoFKEw8Gta2rZ8GczmWbtVjkthfl5FTy/aXFigwDeWzFOd1GOKdNISV/Mqm+20PI3I73ebB7Z9gIN33iAuSnTiEkdleRg2u3zWbGhicYNQ59j9oNbef7vHuHuWW6Srdslu5l5zyNs3VnBYvtGNjPLn+SBOW6SLV1fk1Pm88g3/45Vn7etDMBsVm1vYsOD80mxHlzLvtZ9fcx9NkeWvJjNz1fwUHpKzPtMvnUuD33zmyywdD0dKpm71zTQtME8vtausNNSmPtnG2javoqL77GblMz7qHh6FfNTLAfVMY2ZX1rP3309xbqyyDXKS9EfGY2c4KF6KvZFLyii+qjrPGE0ilK85FobxMEWatqNBlNk6IYzl00PpuEA/HurqT1pWX9CBWk7ajbmpqeRHe8u6coM5jgBfPT843DZCnx0bm2IHxgLdrJ1r3ExGNvodFL4p8adw9DpDqp3xts6SOfzB/ADOOeQsTK83MVN1qEgIkLoZCdb49VPZxo4cNq46OJWT5yeGBNkYRH3pAAE6fluBZ1xdpWTdXT2Gfvq+W+5MRfoweYaOt4JGb0evmz0gnGu3ETubAfgp/PvauPXQZdp1mesjc2xCxxqoiFeHf/6Kxw2R+44f2eWpSBaN3Kuh/qnO4fmwzH1faeBwx9gBDTuyY8On2rvNQOJbmbFjI0Dls/BA4T+8w2zF5sbz4LYdTLnzcIBMHCCjpiSsACHX4hf53e3HzbqbFy4RxxzZTMp9tnJzTEjGS/z/G8xmu+B67Nz7KUjuJxzaKzgjzuoG7JvQdq6TkS/ewNvULd76Pv3dZwY5tjFCh5tGeb4Qd/OJvN7DJ60sQ4DTFQ7RmRymvigEil8MdNN6L3jvLpjIxsrqtj1+mkGzdJp3lX8zZ/ZNrkcPbv424qNbDQf23/wGvt7TnPW7MY57Y8f55sPx4/u3Pc3f8NDc8JlIc6+e5w3//k1Xnv9CKd/Ed5jB+77VvDVz1k2vH0VqwvmGr1sLgxy+s0X2V6xkY07XuTNU+Z2t9zNqvIHLBvZuUmd+Wn8va+xa+tGNm7dxZvvmo0tx0wW/8XQbedvWM+KWWaj4sIgAz37ee2f93Pk3ei+zvzyetbGDUhdmgfKVzE/3J3oV6fZ/90q4zi/chz/hZnMn/1p2xYWmRt4ckmKcXI97+f4v+yiqmIjVd99jeO/MN6rY9YKnvzL2KDQkca/NT7PF46b35tkXPd8kXnTBjn9uvEc2/8l/J1yMPOPH2ZuzDOIXIPuWkRqeBz+j4a7Gw3s90UaVi5bXeB7fgedZ0LG0I2v5JOxJsfI/+Hvpu7v4zUEJ07whTc4EQRwkZY19B5f/n1zcAChkwdoGi7n05ne4cuA4AsnzO7pTj5r3i2EHNJnGvWq71jL8DlQzvTxrplr4+bPhrc9wKlfGH+5FpZSucx+i0NkMvDR+dR61o/i0XQ0/sXWWPh+3DR88OF9swfC1Juxhi8mUvoXU42bkedO8IY12bhN55lwpMVF7CW2j4a6TqMnkzuD/IIM1nw5HaMqrRu34Hzvj983jqsjjZythUbdPWoB+n40XL+IXt49a7Y/b7EG+6J1o//oK3FzA0X10PUz87NNmRPtiRJs48SA8acnLbZ/Sr43FQch+o810f0z41jHrpPOH/2u8SZ9fcMEtAJ9dB2yLzQdfTcyHND9uTGEMCfjPifg/G+4lO/BxVzOOTSW/3T8MBz7wu8L/KcOxn+NMz7eN6/9hv+8g5z4t2FeA4AefhQeD3qLh3vsxReRkHaMyCR1BYJKDhy/3M/GVRvZte84x3vf5tVvlfLoD06a45uTmb3oIftGl25wgJOWRNT7X3qO7ZtLyX9kF8cHARzMvu+rDOnLkvwIy8LD40ID7P/v+eQ/vpFn65/juW9torQwl7LG45z91Wle++9/xXPvRTe979HFGPXnIEd2PErpsy+zv/c4x/e9zLNrH+XFn5rvdM4XeSR+PAtIhpPfpqjiOV49cJzjB17l2cfD+wzJM+dzX8z6D7Bifngct5+3n32U4s3bea5+O5sef5TtPWfNMjcZcQJSl+YhvhgOuoVO8uLXStn+w7eN49y4kaKKf+OjmG5aVsmsWjHf6OEVGuC1iiI2/sOrvN17nLd/+BwbC6t407wYS/E+wnzLlpHk7Zak4u47U/G/8leUfst4jv3/8Nfs/99m4a0pMduLXJNmTDN7ZTrxPjV02Erk0Z5j3lV3cvPv2p6DPupq38APOGYXUpnpBgIc/H71JOiG3cHBnxmNuaFdx/PxznQYXet7hr9gDb5vuZsZ1yk+NHMiuG5dYPwxwx1JCJq6sn3o8Yw8yiKz4UW2xUfTPx0kcAFwuMlY20pXayNVj2Xjid9mFrkCQgSP9tI7isf70dPuJQry4X/al0X1nh35FzoRUl1m8Heql/Ihv/Poo3252T9p6s1DhxKdrKOmy2/0zHm00phdM3CQxupxrEn3NNH5jvEBOWfns213O83fLiN3wWiC2QHef8u+LOr9/xvng4/UjSECvov3qjj4CzOo5HBYengE6TSDL44Z84imtc5l3gwHhPrpbYfeI+8StK/jzCDVDeDnREfcMAKcfZ+D9mUR7/ORGWQYm0m4zwk5/3Np34OLuaxzqNXIdUdY8Oxw38UPufhEz358++zLYnW/Z4av4v3uL+ry2zEik9UVCCrB6Z5d2G/UDL70rxz/lfG349aZ3G0rT7jBV3nzZLjXUJygw5/PZ7ZZCZ7t2cX2fw/39ok6+cpG8h8q5bmYsrksmGEGWt47yK7X7dsN8vJrZg8bh4eZf2wrjvBz5J/ftC17jdNmoIXPuGKnoL1nLp5wfOenb/LtA9bXHWR/zX7Mobwkz5ibmOObORuPeYwGe/fwsv2t/nQX/x4O7AyxjNn/1fgr9NP9PPdTe/kR/uHfTxt/3uJh/rDBN0PyhX52N5q3jgAYpP8D+w6JXMN+5yaj19/lOllLvTmDEUDoWBuVI9ytn0gd7ceMHAm2ruPOR71G/pPgCd6IM33zZZnlGmMX91jBfZUUPdVETzi/icuDN6+Mxt3tND6dO/JMNyIy4Vw3JaQmpe/v64lWpSF6X6m8SG+ey9VHw+oCqvf0G4HsJCfuO7Mprm5l70s7KM24nJosjkjdGOKjcNv0Evje6jN6mUy5nTnh3Eb3z2PWFGOIWFsQeP0Yp84DU2YxLzw0efksI0eVv4/uCe7VMen2OVHn//FwmefQa80VaceITIArEFQaJHA63sX+fgZ+af45zT2KPDqjN+0LK1i9qZaGpjbad7cbj5cb+fOZ5tCsKc4heZfu/lx4ySD9PUdspSOZza1mB6fBgeNYwxwR3QNmN81kXMOMaYZBAsMF2+P5vDuS1Dpw5t8iwwkjBo/zi3BnpUQd3xmuSC4p/3v2ABgjB3bSPZGcWgOnX7WXAjB4OmC+Dxe3Du0lGiP03knse/Dm5lyWLl3K0qWl7LKViVxzPgqZvT39dK6Kzhw00qNkp/1JAGc+eZY72460bEoTUmEkwKEOjvkBXMxbGu6+7iT3rlQcQODoK8PkqBitWdxs3ikNnjXnmQoMmncMQ/TuHHoM4z3sszUFj7VQUbic5YXmDEzmBZ/n3mJqJsn06SJiCIa7M/y8k6I4v++hj/izzzkL8ohWpQ7m/GnpBPzWA3RvLyFvcR4VOzvp8xu1l2N6GjmVjcNPRX8pInWjg5tutReOwdE3zITILlLvMvp+ZP6JkYMnOkSsjWNnQoCT2//AWCd3nlHvB//zfzCW5nJCTLZ9TtT5fzwk4Bw6mWTcav6oz38UnXhjLMa9HSNyZVyBoNJEms0j29po+eYqHvDOJuXWZBxTHMbjM27c1mTWNp9OGr5sZM5IQu9k7wbbLGXhxwpm2jdLoMHz8UJZxwkME9+5ZJHE2oMEzE5FozYtmZvMP2d+2X58zMc6c3jcKPz6XHg0tch1aiBgNtxcuO2zzYyak/yt+aQ5IHS6k+6fGz0qs0ttU2NfMb00HzGzHqUtMnI6OPPxznYYuSC6Rh5a4vgvn7UvinW/x7iLTIj33zWHJhz9MHLh9NnbL+8oBAeMGZjyVq6n6ZjRHHXMzGXdWGeREZFx8+6H4V6F7mFmaBoFZz7VX0kz8uvs6zaGFM/IZs1jE/VbD9Czu5Y1BcvJqzbzO+HCWzLSdOpjZKkbXZ50e+kQ6dPMgNaQi/Fonhr372fjjOQdih0i1tFnTsj++9k4yWCOxwGEOHXsSgQgJtk+J+T8P04SeA4df05uHvH4OZnzWTOoFPBfYlqAy2vHiExW13RQKeUvn4wk2g69d5z9P9geSdi9sWIjL58YfnDtry+Eyz6Nw7xzPToBgvHGO0+g5ClDMkQBc3GNNkIzZiP1uBrG6QAf2ZeJyKV76wTvngdwMGvBpV02OAuqyTdnKHrj27VUNx8kADjuyKF8wi6GRub7Xg/9RKdU9nzNawwFHjhA43DJTU2OlHkjXlB5/2iW0U0/1E/f/vDSTk793PjL/QfhfBSXKdhLy7omesL5m24ZYSoaEZlQB3/8rtHrY8osFiyzl45GNDjPz99gR001jQcDgIPU5eUUj7W9dJkC3bWs2RueTv0mM3CeCJ2RhNXuP8i5SADOS84fmCH7M8dos5V2Hztlzko2h5wZmaS5hw4RC3aeMnr5p8whZ4aXVJdRVx/bHV1nIk2qfU7A+X/8jMM5dNy4Sc0YYQ+ducwxL7EC/cMkBB+Fy2nHiExWVyColIxrZrzoxn2k3GL++auA8WO7LHN5+AvmL/89IzH49pf2RxJ2H+89zi/O/9q+UcTbp/1mV1IHqd4Vo+4xA0fwh4eZDR7nuaVLzSFY8R+l37Vtfql+6if8sq4ZXxy6v8lzI8PyOOsfktPqkkSGp0HyLfHmV0smdfqQPTG8O8AvwsG3gdcojnNsoo9cNiX4po7I1cuJM+5FSRsH+4z7gc678kcY5uAk/Ws7qHrMvjh8Zx0CBxuNGYper6HtWNC8GFpH/nBPCSPs19g4ptxsXxQr2ELPSWNIwZw/ySVnntEA7D/cdPEGnjOd/C3xpwF2ziuj9F7jDmTwx2/QZHZWAB9t/9N85pRsyh8ffgCLa1klO54ablYZEUkU55QRLvxGy+Egbm2z+6A5Q5OT9L+owj5rfIQzncK6KortiyPB+QAHm2vpA7pr2ugNAo5Ucsry49ZBEcPt16Tjo+mNPnOK9AzKhqlbAdKeKGaBOTtZ7z+32Ith9zH6Q4DDw7zHjLxD/r7O2CFiZ7rp8xvrpH3NWCd0uoc4zzYxJtU+X+b5f1xdXedQz+JyiuMO+XeRW5ljBIvxceAHw/coGtd2jMgkdQWCSjDTu2pITp/kLy8m7TPG3/Hy44QFguEeRG5m/pmtMMY0kqeYf/6/waFBlOQV3Dd7mIAHwD8f57T5Usl/+Ah/VzJ3aKAmrgHe/Kk5FCt5Lg9/84FIrqNxdeA4PjPC4/j8Yjbcb93bZBavWxxJPD545jhvW0pjWHoQJX8ubeiseFbdJ80u1eCe/xAr7Afo86v449+zLYt4leP/29w45U/ZMOrjK3Kd6g93IXdzzxP5caeL7tjZaTRyceH9RjP163LxTg+XukhdWkzVrma2PZzGzZHhqxBzZz3YS1tNOIobpO075nM60sjfGudiaBT7dXGH8Zk59RxpOZRn2rPcWQVpevMEIcCZmoM3BQj10fODSBRoWKFQCNfCUuqfKSY7xdxRp4eMgirqq7ONO/ihfjp3xmY08G1vNhPuOkhdWUOzdXuceDJyKft2K81rM2yzuhWz7aUdlBdkkxZZH5juJX9LPulTAYKcOqyoucjFRWdndN9dSv68S6psOByevWnKHHKeyhySUxM6qNvbbwRLXF7Kvl9P2UpvdL3pqWQ/VkXj97eRP9t28WgJzgePtVETnuQg2BZ5TsfsfKoLhu77xfdrZJlPN9K4pZTce1Mt2zrxLCmlJssMwg2coDO6yWULNtfTYTaWXQvLaH6ujNwMT+Q84bojm+JnmqlZ7jFuWBxqYGvciR9a6DltXmT/gQcI8u4Re9ahXv7HfwaNwIh5Ee7ru5LZZybXPl/6+X/8Xfo5dKKFCJFK7tbY37zrjmxKn2uk2KxzAgebqRuSaH1i2jEik9UVCCqFCN2ymK27trJqyVzmpt/Nim/U8UJROKgwyMk3XrZvFLH/dDhfUDJzv95C3aa1rC5ZzeoNW2loamDDPeE1j0QTf//eF9n68HwzuDONmUtWU/e9VaT+ciCSCHpm0QruTp9NSjiyMfgiu7rDeXoczPzSVtpaGqgNv17JatZuqqVuewMVeeZqpuM7/4kjZrehaV9YTcvLDWz+xkMsTp/L3PS5zL1nBatK1rL24Xi9ey7Va7x6JLy/05i/5gUaNq1ldclaNu98gbXecGjLz8EfvGbZzubd4wyYs/CR8gB/v2srG0pWG8+zrYGWbY9YVt7D2z81I1nJc1n1vTrWfvlu5qbPZXHRVhqrvshNg+Eg4FAvf+81M3BnHN+WF2vZULSCu8PHaclDrC7ZwKqY4OE0ZobLb7HkvXK4jWXpc5k7a0LCeCIT6/UWDphdyJ3zCtnWbk7D22C5T36mgXU7uvGHjETQqUuKqXopPF1vK/V/lYt3hhMuBPBbuoN6Hqsx76yH6HtlszFzjeU5d3QZdYtjdi6bVtpafKPZr4sK0vKvvUZwyuEms7zV3Od2qsKz5liFexJMd+Me0rNoeKGjTbSdBvdduZQ1mVMbtzdS+agXtwMI+enesY6GIY3Fbio3tWDcCHbEbt/VTmNlMdl3unAQwj8Q28/2pulpZD5axo7I+l10vVRF4UK3sX53A5v3xGwiInF10/K22c6Zmk5hTfg3VT+kt9BIgj94w+g1hAP3/eW0mr/L9i3RHhK+59dR1232WJ+aSvbjVZH1ul6qpyzPi2cq8IGfU5GtPBQ/awbnQ320VbbFTAvue34Hb/wcwEHag5vItVWlo9mvETlceBbmUPx0fXRfu9ppXJdDqhMI9tHybF2Ce0L00VBWQcc7RlvPeUc2xZWNtJuv3/pcGbl3uc0ExA1UPh1OYj1UOP+QY4oDgqc4HCf4FB5y5phiDNM+1Tncs02MSbXPl3j+nxiXfg6dWD46d/QQcMb+5lufKyPnDuMHGzzZQmVlvBtBE9OOEZmsrkBQ6dec/I/T8Lm5rFizla1VFay6fybJZtT8bM8u/vu/2LeJGvzHf+N4eMyVYxozvYt54EsP8MB9c0m5NYWUz0fW5KWOI+aQsGnM/YvNtOzdy969LdSteYCZn/Fz5F9Pm71ypjH3wVVUVH2TVZZB4Sd3lPHcgfAwOGBaCrPDr/elB1jsnc3MWSnMdNv68wzuZ9OWlzkZDs58JoX59z/C2qqtbK3aytaNq1jxpcV8cW5i03UfeXYbr54y9zYpmRTvYh740mLm3x6OlIU4/cNtbP+pdSu7N3n536NJr5M/N5f7vvSA8TxzUvj/2bv/+KjqO9H/L407uzxy1GaUZWw3o7cJbhPaDbkWZlnCFQMUQtVEMPlKkyqJqQnUgN0ALkktoWzCCkkriYVEMVGbVDcjNCmWgRrRlrjcgeUGtiWxmvTi5LaOFx2WOnmwdzT6/eOcmTlzMjP5Sfj1fj4e83gk53M+c35/5pz3+fyIi09gfiB1gL1bdgcCaNyQwOLvlLO1citr70/BEtPHvjejjDP79m7+6Sdv4taawZluTmL+/YWU+/fTmge5+975/EOCfv8u5zF/+spg7abY1AfVaZVb2bp2uW5+Ia4U3dR8t4L2dzz4BrVJgz68/xl6F+I9UEXeQ1XqKGPnQ4O6Po+LrgMNlOflUOG/+b2tiLIsddQR32kH9c1D72q6f1SHGmNXSP228WFoZOs1HO+e9ZQ948Slz3begyfs8CrtvHLcn+DlVMdI3/x+RENRHlX7utEGRVKd9+A6YqfqoTyqDkRY754m1uStp+5AN+5zhv16zk3vETs1+TkUP6N/ZDuM40AXLo8vuG8AfF7c7zixV+WRVxX5IUsIEar7R8VUtPXi0V2CvnMfj+4a8tpZv7EBZ78u16APzzn/zQyAF0dVHnlVdpynPfgHhAvM29+FY1c5OSsq8D9eWh8pI/N2NTjv2l9Py5CV6qamXu20GyWV3Irs0JqfI1qvyI4ebMf5jntIv55quV/H+rw1NA2ptj8BvF3Urc5h/dMOuvp1vwPoy7occh63061LMgr0PwT4eo+GHwHL3+SMof0XXQyX2jqP+vd/Mo3pN3Ty+Q6UU7Cuic7ThnsadzeOp9eTV9IU8TyenPsYIS5N11it1s+NEwEsFgtudzC4EI3JP9xZFPM32dlgiwUGOFa9kl/d/i+sXpIQGFbe92c3fYdf5J9/8magb6CIvrKM8rXLmfU3cZj8VTh9PgbOfsAJxyYqW4PrHTd/Nd9/6C6Spmnhh0EfAx/28cazP2Dnv62gLmQktgGOVQ/tvyfu6w+w+tvfYObfWIJN6lC/y+f7hP7X/pmS+pO6BL845hc8xvJ5ycTfHBtcV4DzPgbefpns8tBaWYVP72fZlwH62Lu0hN0hqcOn+5e5YkEK8f6dO+jj7P85yRv/+hS73xx27wKxzC3+IQ8vSMKia5PmO3+WD959ixf/aWdo87mb57P68Qe5a7qFWH8Tuw961H38lX9h//0JEfctqLWc7n7kAe75ehLTbjCF7CffeR8fdG6i6Mf+/VtoOGZh/GEvSx8dumei8YXcMQpx4YymbBWR2Z5opfJOM5zppHxFRZRRWNKp3FOG7UbwHqm6pIcqFmKspFwRQogxWlVPx/JEoBf7wmIajOkXyMjvY4S4NES717hIQaUIwYVJF0fCDAX3KX8zODHhYuOI4yxnL/EdLEElMVlGU7aKSDLZ3lZCqgKufQUU7Ij2ZlOCSuLKJ+WKEEKM0UUJKo3mPkaIS0O0e42L0PztUnKWPgkoXVgDl35ASQhxeVFWLmCGAuCiq11uxIQQQghx+ZD7GHGlucqDSkIIIS4vNtYs9I+u5KDpAvZPIYQQQggxseQ+Rlx5JKgkhBDisqDEZ1CycyPpFsDXi+O50NGVhBBCCCEuVXIfI65UElQSQghxSUvfog493NbkH9bXS3drLQ0XYiQjIYQQQogJJPcx4ko3IUGlzz8P29e3EJcFOX+FuLTpO9L3eXpprypgzfORBvUVQgghhLh0yH2MuNJNyOhv1157Ldddd51xshCXhU8//ZTPPvvMOFmIC2I0ZasQQoyElCtCCCGEuJCi3WtMSE2lzz77jMHBQeNkIS55g4ODElASQgghhBBCCCHGYEKCSmgP559++qk0JRKXhc8//5xPP/1UgqFCCCGEEEIIIcQYTUjzNyGEECMjZasQYqJJuSKEEEKICynavcaE1VQSQgghhBBCCCGEEFcPCSoJIYQQQgghhBBCiFGToJIQQgghhBBCCCGEGLWofSoJIYQQQgghhBBCiKtbpD6VogaVImUSQggxNlK2CiEmmpQrQgghhLiQot1rSPM3IYQQQgghhBBCCDFqElQSQgghhBBCCCGEEKMmQSUhhBBCCCGEEEIIMWoSVBJCCCGEEEIIIYQQoyZBJSGEEEIIIYQQQggxahJUEkIIIYQQQgghhBCjJkElIYQQQgghhBBCCDFq11it1s+NEwEsFgtut9s4Oaprr72WmJgYrrnmGmOSuMJ9/vnnDA4O8tlnnxmThBA6YylbhRAiGilXhBBCCHEhRbvXmLCaSjExMVx33XUSULpKXXPNNVx33XXExMQYk4QQQgghhBBCCHEFmpCgkr+GkhAxMTFce+2EnFZCCCGEEEIIIYS4hE3I078ElISenA9CCCGEEEIIIcSVb0KCStLkTejJ+SCEEEIIIYQQQlz5JiSoJIQQ4tJU1NBBR0cHHQ1FxqSoaUIIMZSV3Oo2Ojo6aKsrwmpMHoeJKI/St6jr1rGnknRjorhEpVO5Rz32bVvkqAkhxOVIgkpCCCGEEFebVfVqAGbYTz3BME8G82YqAChJqWTovk4IIYQQVycJKgkhhBBCiBFw0NXjBcDb04XDmCyEEEKIq44ElSZJ3PzVbN1Rw+aVc4k1JgohhBBCXBQuHI+vZ33ETzV23bwNJVksXLiQrJIGXCHfI65G1iUlVO5spu2lCmlyeBmT4yiEGA8JKk2GW1fzLxvuJmV6ErNy1vPDHOMMl7j0zdj372f//v3YN803pgohhBDisuXDe7yLroifXjzGLEJoEucuwHa7BcX0F8YkcRmR4yiEGA8JKk0GaxxqDwQAJkw3hqQKIYQQQgghhBBCXHYkqDQZDu/l4KkB9e8P3+LVnxlnEEIIIYQQQgghhLi8XGO1Wj83TgSwWCy43W7j5LBMJpNxkriSpG/Gvm4WscCAcxvZm980zjGEz+czThJCjLJsDaVgXZJL0b3zmBFvQZmiTR704ek/SvvT1bScUDvQ1Stq6CA7Aeizs7CoYcRpQojLx5jKlVX1dCxPBHqxLyxmpCXAiMqNqekUrcljwUwrZn9Z5fPifud1GivrOHTGMP8ovrdkXR7zknXfe96D62g7dT9uIe7xNsrmKHDOSdXycg4Zso+MGVveGvKXzMQ6VcEUo032eXGfPsXrz5fTdNQw//J87r/bxoxpZgK3xFG3N53KPWXYbgTvkSqynjiEOb2EioIFJFu0uu2DXtw9kfIP3V/KzFzWPZrJ7Hizus7D/DYEKaRmFfGtTMP6D/rw/OkUh/+1jqYDLkK/oYj6jmwSQ6aF8m/X8MLtiyJKv7WAVP+2AF53N4dfaaKhrcuwLqGUmZkUrcxm3u0WFP+26M6RrmiZo1L3U/7980jUnRc+j4ujP6+j+qVw62XctqOkrlhHyX2zsZrVlRua30z62goK7krGfyrgddP9RiMVOw4NbYq6qJK2x20oeHE+mUX5a2bSHyklb2FqYBkMenH3ncDxjPFcGMlx/BHtX3iU3CQT+LppWrqGFuNMAQr5da3qvH90UPBQjfS7JsQVJNq9htRUEkKIS14qJbtbaVyXrfZ54H+YAogxYb4tjfwnG6lYpJsuhBAXgbKkjOYXysieowv8AJgULF/NpOyFZsqWBDsFGCnzPZW0NpeReYfhe6eYsd6ZT2V9GdN1k8ckKZvtL7VSuTKNRIsuoIS2/rfbsN2hm0YmlXtaqVyVoQZA9O9Y/dvbWE/RbbrpQ/wlGWXNNJdlBgNKADH+/VVPUZJ+/qGSV9bSXJ1P2m3BIEzgt6G6kcpI+1tJo3R3K9sfDbP+MSbM8alkrmukuS6fZF3ShZS8qp7msmxs+m0BFEsyGY9up7EiQ9elRCh1P5SQ8VVdQIngObK9uZb8YfZleMnk1zWz/dEMkg3nhclsJe3h7SPYR39JxpZGtj+cFgz2BPJXUr0qWT0eTc2U3aMLKAEoFpLvKaP5qdyI265KpmhnM2U5tpBlEKNguV27T4h0LkT0XzS9eQofgCkRW54xXUfJxZakLtf1v+wSUBLiKjJJQaVC6rSOnv0ftcPnWOYW19HSppvesJllXzHmV8XNX83Whhba9gXnb2tpYOt35xNnnFknbv5qaprsweXvs9OwaRlJzGfzy9q0pwtDM32nTpvfzuYwwyDM3+T/vjoMOUH/vUM+4ebX6DrE9n/qvgOQxLJNDdj9272vjZYdq5kbdhi5OOZ/dysNLW267W2jpWErq+dH20uxzF25lYaXdfnsjWxdmSKj1Qlx0cVhiTPBoJfeAw1UrM5h4cKFLFyYQ/nzXeqbyxgzad8qwWrMKoQQkyWpiOo16VhMwJlu7NUFZC1cyMKFWRRUt9PrBUwW0tdUkTuaZ9s5ZdSutWGOAby9OHaVk7NwoToKXX4N9t95MFnSybxjHDXnlQwqNxeROhXAh/tIExX56kh3CxdmUVDRgOMdD75BfSYLN90InHfT1VrDGv/8WQXUHHCpD+JTEslYlanPFMqaS1G6Be/v7NT4868op+m4VifFlEjm6ijBhL+aR1leMqbTh2go034b9MvXal7ZjPlIpqimjIzbTOr2HtctP7C9aq0WJSmXii36YE4Dxdr+rzqi1Xw556RKm7Zw4cIR1lIyuCWHiuWJ8EcnTRX6c8dOt1Zby5xWQvUjQ3/plCWVVOQlowA+/b5YmEP5807cPkBJJre8LMy+iEYhY0sFuUkK4MN1qIHyFdp2riin6Ygbn7aPysoif7Ppb/MpmWOid1+Vdu5mUVDtwKVGa0hcXsb2ijVkxJvwHG8KLCOnrAmnWz2Spq9ms+ke4zcH3XJ/Bdm3E3ruZhVQ09qNZ1C7T1hTrQtyjvA47unklBd1PW35Ec9F68M2tdaTr5vDz0lISYirySQFlYaKnZpIfMG/sP7eBOJ09wCx8bMorNhM6Bhjscxd00DThrtJiY8LfUMQF0/KNzfQtKOQcC8fkr5TR9OGu0mapguNxMQSbytk/YahP0qXGssX5zP/+9+n0BZPrO7tU9z0u1n/ZCHx+plj57K2oYkN30whXr9TY0zExadw94Ym6r4Tbi/FsnjTM5TnpBB/g/5gWEjJ2cwPv66fVwhxMQz0d1KXl0VxtZ3Od/wV4D04m9dT778ZjLeRHfWNuBBCGCWS3dFBR4RP25Ywb9bCslKyIZtEE+BxUvOdNTQEmk15cR2oo3hju/oQbUpmwcMjvQezUvJIOhbUh9WW7xRTs8cZaAbk7XfQ8FgBNUc84+iOQSF3awk2M2q5Wp1D3hMtdPb7mwp5cXXaqVmdw5pnQnN+1NPC+hV5rH/GQbd/fq8LR3UF7X1qMEBJTiM7NFuA8iULviM1FDzWgMOf/4yTlsfXYdfym5LmkRuaLehLFsx9dtYVVmE/qu0VrwtHdQHV/t8Gy0wy7gzJhXXtOrIT1IBS75515D2uW35ge/OoOao1ypqTy5o5IV8x4ZTbElH67Kx7qJyWTv2508Ca79Tg9KAGNpaWEBqmy2RTsQ0z4DPuCzw4m8sprnWq32eZzf1RAjND3LOJojnmwH4qqLLj9DdHPOOk5Yli6rR9ZJl9v2G9gkxmBXdbGcWBJmxeXAdqWPOcv9mbhdSZZrwnGih4vCWwDM/RFsq/79Bq/ShMnx3pelSwJijqsdSfu14XjmfWUPBj7ZoxDRPkDKudV7QgpykhleywUSUrmTPVa9rX56TJfyoJIa4KkxRU2sNT5RvZWL6Rg/3apLh4CmclwAcn2Vu7kY1bX+TYB1o/PDekcM8KXfb0DTy2JB4T6tugk7/cTWX5RiqffZWTWh7T9GU89t2QEAvEPkDhNxPUfMDAuwfZvXUjG8t38OKbfVw/6x6SbwjNMjGOsXuLur3+T2C7o3Hu5gflG9lY/iIn/6xOijXfxV1fjQuue+2r9Gl9fpu+/A+sSA1mn7/uMRbHq1vr+9NJXn22ko3llez+5Un1DQ0mEu57jNW3BvMA8M3vU2jTajENDtD3mrp/N9bu5eSfIGFWMjLAqBAX0yGqHqugPUy/GgCH3jql3ZQqmMfd/kMIIcZgTgHz4gG8OJ8txxHuobKnDke3et9m/e/ZI6tZGfheH92tZTSFLQe9OJ4YR385t+WzQGu24z5UQ/mBkX5RA+UlTRGW66Llt1rfE1Oux2xM9vN143jSEaY/HhcNh3u12kYWrBGbN3s4+nwD3cbJwKG2o6hrYMYS0jbLRsHf+wMA7VTtCpcbdb9WtaMeMguzl0YKaEwUF46t4bcFr4Ot+7vV/aFMZ7ZufygrFzBDAXy9tEfI7z3QwOE/AijMuDNSiM9IIf8bM9TaTxH3kxfHM4fV/azMIG25MV3jPUX700Pze/cc4tQ5/38uXn/aPvRcON3OqT+qfyp/HeVHvt8RYR3Be2Arjh4tyJk4m9EeSWdHdyAolXp/mKjSbdnYtOv/1K8i97okhLgyTVJQ6Sx9XSc52XWSgU+0SbHJJP/VWzyVv5HdB05y8vDLbPrpSdR4iQlLwlz/jBQuUzuJxtfPq+UFbPzJXt7qOslbP9/JxvxK3vxAnTPe9iCztFwA8SvvQrtHYODfd7By7Q72Hj7Jya6DvLythB+87rlAwZIB+k+p2+v/BLY7moF+erpOcrJLrUoLwBeTSfxgL//oX/cDO/mnX/VpiRbi/UGl2EKW29TaWL73XmVj4UZ2/vwtTna9xd6fbKRg65vajUU8c7+l30vwwIIkrYmbj56fraTkx+r+PXlgNxsLN/LGudhAYE4IcQl62xMIKt0UrcdNIYQYwoXj8fWsj/ApeyakV+qIUu9KVAMn507x+mvG1CDHaS3QopiZYUwMwzpH+15fL87nhzxu67Rzoj9w9zQqyt2pWoCrl8O1TmPymHnf/2j4oNDpU5FrdfS4tVotUcp2TzcdR4wTNcffw6PtEssXdWGEOxaQqDXz6z3cEL3vG28Tp06rfyr/7e/RvcuceKe7aNKWFY73+VOBGju3/G0wsJF5R6J6n9rfRUvE/C66/6juaNMXLBGbcIXKJDVBvQN2nWiJvJ9Od/PeOQATN90S4Zv/1Eu7cRoADlwfan+6e+kMu/4uXGe0A3mzNWJAyHW8KfI64qWpW0u98RY1CDcaRxo53I9aU+yO7CH7L/VbqWptwjMneGWfIVEIccWbpKBSGKZY3P/2FCHjiB3q1wIfYIrxh3vuIelv1L98bx9k59v+mf2O8ZN/04IsN1uZpWvltvh2f82lft547qAWsArq+elJtHjUpSsWett3o6/oNNDnCW6Lv0ncvUlaUzgfPb/aSY8/3c/5E/7tD+qfcVYtSAfAfJK+qIWM/nySfS8N2UvsdvqDWEKIi8tM4p3ZFD1aSuVT9dQ3tbJ/3346dmeoN3NCCDFqPrzHu+iK8Ak06RpGolmri3OjjbIwzegCzemytPpJN940oppKM27WHl+9Ht4zJhq8/59jCyrN+6K27h631nfMKClWkpfmUvJoGdt31tPY3KaWzatSh30p5/3oXeOkoOMfDa21YnT2fTqN0wLe5+PzxmnAbXFazSkP7iE3jEO9+5G2FlNio/ZhOl7e9/21biN5l4+0Wj3mabO1aVYs/q4bErJpC3PO+T+ls7VzKc6CP3dUt1nw93eduLxtyPcFP6XYblTnC65XqKjH2W/gI7qM0zQfnR/u3Pby/u+j7z16/eeTGcuomzK6aD+hBqWGNoFLJSNZvQtx/7adiQvLCiEuFxcvqISb/n83BjB2U7J0KUuXLg0OW59qDfS51N+3N2Ruv2CQxcy0QB95c5l2s/bnn910h7sTGfAFawRdqnwueox9HR7aRLa2n0qeVSelxMdpNy799P08dHbVAL1ntP0dN01XoysRs78J4If9oUE+TUgQSwhxESikPVpP68FW6p8oIjsrA9tXE0mMN2OaYoKQjmOFEGLyma8fLnwyNtabtKfXqMGT8Rn7MpLJ3tJI255Gav8xn8ysdFJvT8RqUS7tsvmvr9fuGb18dNyYeLlJxGysNjNRppuH1Mi5mrmeO6w2hTQ2gZuTyUwLgAvnzyKFxYQQV7KLGFQawDOSciculuu1PxPuM46kpn3W6Wve+P1FsEPvCMGSy8J/eQO1t6KJmxLYSywz7h/ts0FrHhfJwJle4yQhxCXAVlZPRVaiOvKRx0XXoXaafrSe9Y8Xq6PILLYjV68Q4mLy+rTXdH90UKAbPSryp5gG45eE4w/M/JUybM2mv9QN5DIqo1hGkEJuXTVFc6woMeB19+I8YKdhy3rWP6aNXFatdQ59qfnY/1JV4aY7jImXsunqaHuA96z/V+8sA1ptLN+JhjDnWZjP8nKM72vD8gxox89H164w3xPmM6ZR7ybLf7tJC5J58Yyg4tQQ3iacfT7ARPKc4IiEtoXJaifpPYejNl8UQly5LmJQaYT6PHxsnDZacdPw99A0UcZ843KB9J0d914i1hypwb4Q4uLJJTdNrVbuPVpDVk4B66vqaNnfRdfxXrW/jdsUeZsqhLio3vM3kTJbRjlke3SBplfDfq9C4l+PrSQ89X+1kcKm3so8Y2Ikd6whI8kE+HC1rSErr5jy6gbsv+6i63fayGU3mIZt/nZR9Pv74TNjCTcosMEtX9C2wuu5oC8wTF+4xTgp1CKr1tTbx/vv+XsP6uIjbXAb01TrKIKCIxBofmjillsn9JsvABPXTzNOC5UerzWUP/8+rjEGf1p+pTVRTEglVwFI596Z2uh4x8N0Mi6EuCpc+kGl9/r5wN8evP9VirRmX+E/2WwKvCB4k35/x3exZhKiV9KJbkgAKZ6vfHE8Xzjx+vs/CDTl6/9lUZh9o/s8sElXc6sXj/ZjzA1mUgLTg2ITzGFqggkhJsWiZKwmAC+n3gg3QhAo82+NPLKQEEJMgs7fvqfeh0yZzuzRDNk+jEO/d43se2/LJ/U248SR6Tz+nlq2mhKxrRxhYGq2P8DhwhlmVC8AW/Ktl2ZQ6dddvKduMIm2/OgvJZR8bFpn1e7fH4rSEfT4meJnEm2we9vfT1fX1ddL98HgdEevVqf/SzPIHOM5EJ6Dd7VR1yxfy5zYgNWEM2H9WtS9x/9IVI+073Q3DmPySO1zaKPVJZL6bQXuyWDGjYD3FK9H7UhfCHElu/SDSuzl5B+0cEn8N9hQnDLiAMcxl/YjY0pi/sNhXsXYpkV+EAu0g48l8euho6XFLipk9hdDJl18Pz9Jn383LdrA6r8b6V56k54/aRmnzeKB+4z5kii0JRimCSEmnwlTXJhbfyWDjUuTL80HFyHE1WNPp9bJtULqtyvJCFNcAaCkkl9XSZFxeiRtXfT6GOZ7kynamDH2h/59r3DUjdqsJ6eaojC3jJEpKOHmTyoif07Eu8yLrJ1X1A3GlJRN9apk4wwahYyyTJJNaiDncLT+ckwmbjJOGy0lldwtGWGDXMrMUkruVPen97evh4yY59rr1IJdVjI2FhFpa5iaScVTZRFHTxvKhf1/aWG0+AzKIu4nMN9TQe3jI//mC0G5I5fKJWH3HqnrSkibivqC6ldNYV9QwUiO4yF+cUKt2Zc4M5fsNDXQ5/2tI8LodkKIq8GkBJVi45NISU0hJTWFWP+gbpiI1aalpCYRb4xl6Lz83KtawMREwr1baXmxhg0Fy5jrz7/kAVYXb6Dwm6H5Tv7rvwdGTbMs2Upj5WqWzUshJXUuy767lcZ1cyOPYvF6TyBv3LzN2HdtZm3xatZuauD5Ncl4/uDvutpMworFpMyIDwS79NsbfbtTSElNCKxD3HT/NIvuAdGEJcy8Q73M7l/2qW/zTAnc/S8ttGzfQOF9cwPLWrxiNas3FHK3Iee+wz1aR9yxpBQ8T933tH27pJCtu7dy140Dl36H5kJcqV7rxqWVf6nfqqZkiVW74VawLimi9tlSbPibMgghxMXSTt3+XvV+wWyj9IV6Spfbgi/vpiaS8UgljS9sJzcp+mNrCG8TLZ3aS0KzjdJnaykKlINgnp1L5QvVZCd46T091pLQSW2zU21ObEoku6aZ7Y9kkDjVn66OvFm6s5XaR7RJR11an5cWFpRXkjvbv6VmbMvLaNyWjdXruWTvn5y1LTjVDSZxeTXNTxaRcbt/GxSsadmU7mzWRkzz0buvloYwTaaO/kk7NlNmkPl4euSXtSPg8/kwzymh/skiMuK1I6xYScurpL5KG+XU14tjlyF8cbqO5k410GFKyKb6he0h54gSn0b2ulpaG0tIi/bAEYZrRzPqV+v2k3/d/PvpqVaa16ZhDRfPmTQ+fD4ztjX1bH8kI7AuSnwauVvqqVyiNRx8x0HdvtCcjPI4On/qVM/9+HlkJiqAhxP7L+G+pIQQF9w1Vqv1c+NEAIvFgts9ki6iwWSK/o58/ib7MJ1ED3CsWt90bajYRRuoK56PZYoxJch9oIiCWn8oSJX0nTq23pcQ9i2+71QP/TOSSAD4w16WPrpblxrL4k3PsNY2NIzj+8Netr/zD5RrBTQAfz7GNq1Z2fDbq9fH3qUl7AYKn97Psi8b0/WC84YXy+INdayarw9KGbk5uKqAHSGj4UXeVvDR89KvUFbcTTww4NwWHJkvCp+/w04hRIjRlK1+yavqqV6eGP669vViL+0itS6bRKB3z0KKdwWTixo6yE4A+uwsLArtFjdamhDi8jGWcoVV9XQsTwR6sY+00+xhyw2FjLJ6StKj3YcAZzqpWlER0lly9O9NJr+uitykSE/tPnr3rKP1i1WUzVHgnJOqkXbGrJOcs52Kh1PVQREiCJaxChlbGimNVBvJ46SmEYrW2VDw4nwyi/LX/InpVO4pw3YjeI9URencuYj6jtGX7UHDLGdqJpW1JdgCwbNwfLj2V7HmR53hX14o2WxvLiLVcGjCLi8s/To24PjrfLK15nZD+Nwcqi2m6kC4NRnuHFH53rFTvLphdM34kvKp3ZpLctSv9tHbWkzxM/pvHmb/a0ZyLNO3tIU/txdV0va4do494+CmldkkRtx9h6grrsIRbveN6jhaKWlqJDNe+7e/nYL8utHtUyHEZSfavcak1FSaCAOvbaPgwY3sfO0k/Wd9+AzDtPrO+/gkZugPe8+zJeRve5WeD/w1i4DBAdynXmV7RY9+VoMBDm5+lG2/7OOsv08n4Oy7r7L98d28dV73fZeMAQ5uKyD3n3ZysKufs+cNgZ1BH77znzD09YN/W3tw/1mXZ8BNzy+284Of+kcJEUJcDN27ilm3w0GvR3clDnpx/66dqoeKaYhWlAkhxKTx4qjKI6/KjvO0h5D3S4M+PP1dOHaVk2MIKA2vm6aSPNY/14krpBxUv7O9Ko/iXeH7NRqN7tb15ORVYT/iwqO/hxr04fO46DpQR8NP/RO9OJ4ooOKlLlzndPP6PLh+3cT6gnIchnvVS86ZdspX5FDV6qTX7Q29tz7vwXXcQd26HAoiBZQAvHbWb2zA2a+bY9CH59xZ/Vwj9BENRXlU7evFo7v35rwH1xE7VQ/lRQgoETxHnnbQbdwWnxf3O07s1QXkjDagBNDTxJq89dQd6MatP9aA75yb3iN2avJzDAGli+BsA8UPVdH+Ozde3fb7PC6crVXk5UUIKDHa4+ii6dfdgWeD3qNNo9+nQogryqTUVLp0FVK3f1mEmkrDuDmBpCluevovxeDSRIsl7mY4++HIt1VqKgkR3mjKViGEGAkpV4S4SulrKoXUhruwlJW1tOYlY/J105KzJqSPKyHElSnavcZlU1PpkvNh31USUAIYGFVASQghhBBCCHElspJ/pzpAiLHTdCHE1UmCSkIIIYQQQgghhjengHnxAF7e7ZQx34QQElQSQgghhBBCCDEshdxvzVa7Z/3jYZrCjCQnhLj6SFBJCCGEEEIIIURkU23kbqknN8kEeHC+1MD4u8cXQlwJJKgkhBBCCCGEEGKoVfV0dHTQ8VIl+XMsmPDhPtTE1ogj8QkhrjYTElT6/POwA8hdBnZTsnQpS5cuHd3IbyKqy/d8EEIIIYQQQgToB3T2unA+V05xlQMJKQkh/K6xWq1hIwDRhowzuvbaa7nuuuuMk8VV6tNPP+Wzzz4zThZCjLJsFUKIkZByRQghhBAXUrR7jQmpqfTZZ58xODhonCyuQoODgxJQEkIIIYQQQgghrgITElRCCyZ8+umn0vTpKvX555/z6aefSnBRCCGEEEIIIYS4SkxI8zchhBAjI2WrEGKiSbkihBBCiAsp2r3GhNVUEkIIIYQQQgghhBBXDwkqCSGEEEIIIYQQQohRk6CSEEIIIYQQQgghhBi1qH0qCSGEEEIIIYQQQoirW6Q+laIGlSJlEkIIMTZStgohJpqUK0IIIYS4kKLda0jzNyGEEEIIIYQQQggxahJUEkIIIYQQQgghhBCjJkElIYQQQgghhBBCCDFqElQSQgghhBBCCCGEEKMmQSUhhBBCCCGEEEIIMWoSVBJCCCGEEEIIIYQQoyZBJSGEEEIIIYQQQggxatdYrdbPjRMBLBYLbrfbODmqa6+9lpiYGK655hpjkrjCff755wwODvLZZ58Zk4QQOmMpW4UQIhopV4QQQghxIUW715iwmkoxMTFcd911ElC6Sl1zzTVcd911xMTEGJOEEEIIIYQQQghxBZqQoJK/hpIQMTExXHvthJxWQgghhBBCCCGEuIRNyNO/BJSEnpwPQgghhBBCCCHElW9CgkrS5E3oyfkghBBCCCGEEEJc+SYkqCSEEOLSVNTQQUdHBx0NRcakqGlCCCFGTspTcWGkU7lHPbfatqQbEy8di8po3tdBx8FWKhYZEy8/6Vva1Ot5TyWX8F4X4pIhQSUhhBBCCIF5djalTzbSvGe/+kDl/xzcz/49zTQ+WUbuEiuKMaMQ4qqW/j9mY5kCxJiZ+T8kDCPE1UaCSkIIIYQQV7OkbCpf2E9rVREZd1ix3GgKTY8xYbrRgvWOdPLXNVK9KjRZCHF1O/SbE3gGgUEPJ35zyJgshLjCXaZBpVhScsqp2bGVtd9MMiYKIYQQQogRUJZU0PpUEbYvqYEk35lenAeaqHl8Peu1T83z7Rw67lIfGsUVykZ22XYaW/dTf8UGDa+GbbxIXqsgZ/FCFi7OoeI1YyIwO5uyJxtp3V9P5AaiVjIeraS+uY3WCqntJMTl5JIJKs3fZGf//v3s329n83DlyDe/z/dXziVpegqLv7ueDanGGS6u4LbUUWhMjCKYz/gZ3fdMuPTN2LV1sW+ab0wVQgghxGVIWVJJ47o0zDGAz03njhyWriimvLoFx/EuurSPo7mOqscLyFleQM2+Xj6S4NIVaCYL0lOxmg211K4oV8M2XqLuWED6HVai7/pE0u6ykWhRMMlA0kJcVi6ZoNKoTFOIDfxzPbFxIalCCCGEECIaJZeqNTbMAL5e7KV5VOzzGOcK5XXh2FFM+TPGBCGEEEJcrS7PoNK/vsqbf/IBMPDuQV6+QpruHmv8ARvLNwY+B/uNcwghhBBCjF/649kkmwC8OGvX0dBjnEMIIYQQYnjXWK3Wz40TASwWC2632zg5LJMpal3GEZm/yc4GWywwwLHqbDZdxoGi4Lb0sXdpCbuNM4xQ4dP7WfZlxv0945a+Gfu6WcQCA85tZG9+0zjHED6fGvQTQoQaTdkaSsG6JJeie+cxI96CMkWbPOjD03+U9qeraTnhNeRRh7nOTgD67CwsahhxmhDi8jHqckXJp7Y1l2QT+HpayClpYmjpMRrpVO4pw3YjeI9UkfWEm+wn1pGdZlWb1r1jZ+Hq0DJGmZlJ0cps5t1uQfHfRp734DraTt2PW+gKrJCNipcqSZsKuA+xPq+KruDXGATn9Z1oYOk6e0jqyJc5lDIzl3WPZDDztmBe3zk3vb9ppGLHIbInoDw1pxdRev/QMt57xsWJA03UNjsJV5csfUsbZXMUOOekank5kW6hw5X5gbwR9WJfWMzYtkizqJK2x20oeHE+mUX5a2bS11ZQcFcyFv+ivW6631D3ZbhtDJiaTtGaHOYlh3Yo7zvnxnXCQVN9C84zITkmfhuVVDKL88mekzhkHXrfaqH6Rw5c2rTxHBuV8do6pJ4n31pAarw50EzM6+7m8CtNNLR1hbmWjd9xlNQV6yi5b3agKaDP4+Loz+uofsmff5THaMgxJmS5EfXZWXgilY7licYUHf13Bo3nemZqOiXr8piXbMXsv9Z0eeMeH9lxE+JqEu1e4/KsqSSEEFeVVEp2t9K4Lhvb7bqHDdRRmcy3pZH/ZCMVi3TThRAikqxUEk0APnqd4w0oGf0lGVsqKLpTCygBGPpHSV5ZS3N1CRlf1T0MAkwxY70zn+3NteQHxmFx0nhMu4m1JJNxh25+o0X3MnMqgJdTvw4NKI1umXoKqY/W01qdT5r+4RUw3Wgh+Z4yGp/KJVrIYnjJZD/ZSmtZ+DJesSSStrKS5uYyMsa3oIsvJoOy5mbK7tEFKwAUdV82NxSRrJusl5yzndbmsiHBHLRjkXhnPpUvNFO25ALupKR8apu3U7IkOew6JM9NI1p4ZLySV9XTXJaN7bZgQAlAsSST8eh2GisyhjkX/5KMLY1sfzgtpG8pk9lK2sOVVK9KBiWN0qYox2jc5/v4jf16BvM9lbQ2l5F5hy6gRDBvZX0Z03WThRDDm9ygUuxcHqxswN4W7ITa3rSVB/8u2ENSeIXUDem8Wvu8vJlhu46OTeHu722loclO254w39HWRs1KYyZgUbCD6v3797N/XxttLzdSt6mQxfHDrbNfEg9WNmLfF/yetpYGynNSdP1CTaQ45n93Kw0tbSHr3dKwldXzo3U+FcvclVtpeFmXz97I1pUXaj2FECMXhyXOBINeeg80ULE6h4ULF7JwYQ7lz3epbwxjzKR9qwSrMasQQhik/60V9TnMzbttxtRx+utMiuYouA7UUJC1UC2rdDUvlCWVVOQlowC+04doKNOXZ07cPkBJJre8DJuWx7XXqdX8sDBzqX/qUJkLZ6gPu2dO8Mq+4PSxLDOQN6+KyqxETIDP3YW9uoCshep25ZQ1cOi0D+WruSyIN2QcMUUNwt1hBsD7jkO3fgvJWV2D/bgbH2CypFNSEznoMhaHnsjSlmWnV5vWu0c7bgsXsnA0NXhG4NYVRaRP9dLdGjw/csqa6NJqF5kSMinOGxqyUJZUUvFIqhqoPNeLY1c5Of51XFFMTWuXehxNFtLXVFOkCyhM3DZaKdmQS7IC+Fw4dOeCug5OXGc/MWaaOLfkULE8Ef7opKnCv+wsCqrtdGv7z5xWQvUjke8ETH+bT8kcE737qrT9l0VBtQOXD8BE4vIytlesISPehOd4E+UrgsfI6VZbIZi+ms2me4zfHM4hypdr+2dPYM9jD+x3rWzYVaz9X4XznDqX90iV7viE1lIaz/XMnDJq19rU88gbeh5l5ddg/50HkyWdzDtCA4ZCiOgmL6gUu5jNz5TzQGo8sbrrNHZaCg/88IfMvlC9/H+lkLoXt7J6UQrx02Ix6SPSfibg/xknAreZQwMqMSZMN1hIsC1jbUMLdd+JEALXMa9bzwOpFmJ122eKi2fuyq08s2nxxAZsYueytqGJDd9MIT5Ot5NjTMTFp3D3hqYI6xzL4k3PUJ6TQvwN+oNjISVnMz/8un5eIcTFMNDfSV1eFsXVdjrf8Vc89+BsXk/9Ea2eQbyN7Nv0uYQQYqjpf609tJ97n1MTW00JJSER35E61lQ7cA357kw2Faudg/v67KwrrMJ+VF+elVNc61RrTllmc7//wfV0E4d71Adac3LG0AdFADJJ+1t1u9y/bcepmz6mZfrz3p+sBuDcnVQVr6fhgCtQs8tz1E5V4TrsfTDmniDu2UTRHDWg5DlSQ97qGt36gecdBw2P57GuzaUGliIEXS4PCpYv+XD+uIA1zwTPD8/RFtZvtNOrBTaS/yHXkC94DPE4qXmomJo9uqaAZ3pxPLOevNJ2NThiSiRz9QWoTaNkkhoP4KO7dQ01unNBXYdyCgorLlhTKeW2RJQ+O+seKqel079sL64DDaz5Tg1OD2pgaGkJmcbMGpNZwd1WRnGgCZsX14Ea1jznb/ZmIXWmGe+JBgoeDzYl9Bxtofz7/mZ9CtNnDzdU94UynuvZSskj6VgAfN20fCf0PPL2O2h4rICaI54J6dpFiKvJpAWV7i4rZJa/osyf+zj4bCUbyzey45WTuAcTmJX0F4Ycent4SteB9cbyFzn5Z+M84cRS+OgyEvyBpAE3/aeOcfAXr/Kq7vNm10l63jZkBfj5U7plVrL7lVd5s6ufgUEAEwn3rWdD+DsbjYVZNgsD777Ji7Xad/zypBpBB+JshXz/vokLK81f9xiL49VC0Penk7z6bKVhmSYS7nuM1bcaMn7z+xTatIMzOEDfa7upLN/Ixtq9nPwTJMxKJtrREUJcaIeoeqyCdkM/EX6H3jql3QwqmKXOthBiQhRR39FBR7jPnkoiPlL6unE86QjbpE5ZuYAZCuDrpX1rA93GGQDvgQYO/xFAYcad2f6p2I/34gOYmkzGnJAsquVp6nfjwvmzYK9LY1+mLi8eOn9SQWe4jaKbhq3BPnRGRyH/G1rtqnNO6p8Iv98Aup9u4OgZ1KDLvAsQMJkkvh4HWw+E2crTDRzu026Qp1lDzq/gcfDifLYcR5jsAPTU0XBEDRGYkuaRO9E76W+v12r4XSwuHBHOYbwOtu7vVq8RZTqzIzWH956i/emh3+Ddc4hTWi0hcPH60/ah5+Lpdk79Uf1T+euLc7MxnuuZOQXMCwQFy2gKe0/lxfHEMP0xCSGGmKSg0gPcNUMLnvh6ePHhEnb8/C1Odp3kYONGCsrf4GN99aUhztLXdZKTgY9aDXh4s4i/Wfvzz8fYkV1A0fpN7KjfyU7dZ1v5JnaH6/Xxwz7dMt9ib+NOtpUXkb3+IGrrfguz7r3bmEsnFvp2s3LtNl4+oH3HTzZS8pNjDGjpSfNGVH90eLGFLLep+9j33qtsLNzIzp+/FVhmwdY3tXWOZ+63ZoVkfWBBklZjykfPz1ZS8uO9vNV1kpMHdrOxcCNvnIu9yD+iQoio3vYEgko3XcjOHIQQYjh/ehd7hAeyzDvUZmT0d9Fy2pjq56L7j+oXmL5gCQRPvM+/rtWqMpO8cOgbvdz5M9Qmaj2HadJ993iWmfFVLa/7BO1H9PMbnO6kN3zfpcPIJDVBvcNyH39lmBouTjp+r9WpiJ8RsSbKpc7128h9eHW/r23fjTeF9GkTOIbuo7xi6KzZyPmbbq3miZUZWcbUcTp+ive9qIG9rCryZ0501GoYp7tCzm0j7/OnAjWJbtFq7Q3xp17ajdMAcOD6UPvT3Utn2OW4cJ3RnsBuDg38TZbxXM/WOYlqbTdfL87nI52FAO2c6B/Zk6YQQjU5QaX0JKxaVGKgax8vqxGVoLd3829/MEybaH8Vzz+smEW0XoVG7O3d/Pt76p+x0xKI3Ix+gO7X92oBJN3U1/Zy7AP1b9MXk4bvE2ok7k3S1sNHz692MmRkYOdPAvs4zqqO5KaaT9IXtYPz55Pse8m4tj3sdvYZpgkhLg4ziXdmU/RoKZVP1VPf1Mr+ffvp2J2hVucWQogR8PpHaDU8vIeyU/34etbrPk3Hoz2IqXz/6Y4QNLBi8TexT8imzVj7Sfcpna09BsZZmB3I307n79VvHtoELhdbgomhHY+PZ5kKli/4748+ijLiHEAXHxlvn0biNgtqX8k+PK7oSwDo/EALuphMl2lNJS8f/W/jtKCus+HOnOAx9J19b5jjAPz6fS2oZMJ0vTFxvNppOqjVmFOSya1uo625ltLlWtO8C8z7vr9WciTv8pFW28g8LXjl6Hk/etc4aaiByOf7R+cvZrBlPNczzLhZm+b1oD3GRfT+f17M7RTi8jM5QSVd30TuP4Ubjn6A3jNj+TUezpu88buz6p8mC7O+vZkWraPsmk1reWBJwjBBpljiFz3Ahso6GlraaNujfVp+xNf9NaAUMwmGXEEf43nHOA3gJB7/5v6VMiEPgynxcVpton76fm5MJXQfx00jWFcpEfMN2p8f9hP26PR5hgTGhBCTSSHt0XpaD7ZS/0QR2VkZ2L6aSGK8GdMUEwwa5xdCiMgCNUKwYI3UTAYPvce76NJ93h/Bc5bv/EfGSZpEzOOMhLS3nVADBoYmcMpKmzqanfcUrzfrMoxrmbOxaDeJI3oQH4vpZi045ONj7WWjMAoeQ99/vm9MnHTdu4rJq2qnV7uEFEsyGasqad3XSu2jaZdpsO9yMZ7rGaw3aZnPvk+nMVEIMS6TE1QKdFI9gGeSK728+c+PUNl6kn5dVMQUF0+SbTEPrqmjZV8LdcVzh3aYHbuYDbtbaPjeg8xPTSA+zoRpivaJi8cyJEM4AwwMFwr/L6/WLG184qb4X8cksMw4up322aA1j4tk4Ix/ZAYhxKXEVlZPRVaiOlqJx0XXoXaafrSe9Y8Xq6OWLA6OaCOEEMPpOvZeoMns9L8f2pTswjjLwHn1L9+JBt3ITlE+y8tDm4QdaeeEG8DMzKX+xjcK2VqTGM/xVwxNe8azTB+faAF705SbdN8ZjhIyvPuIeQa042Di+mnGRKEKHkPTF24xJl4UnkN1FOeoo/85fufGO6gOR5+cVUHjloyLGFiazk03qn95z16JdwXjuZ4JvoD7K2XYkXL/cizXsxBXsckJKgXEYp70kYkGeOv5jRRlLyW7qJQdP32Tk++5GfC/bYuJI+He9fxLQWgjtrvLCpmvNQsbePdN9modi/s77X7zTyGzj9LiYF9P5wfQ6lKNS9/Zj42TRi3WLJ2xCHHpySU3Ta3P6D1aQ1ZOAeur6mjZ30XX8V71rf1tykW8iRVCXHZe+wUn/EOQz8mnaFLuzbr4SBtkxTTVOuxDXXhdNB/Teo1JXqD26aLkYksyAR66O4JjvvnnH/syO3nfX9l92LzzArWaRuX4R4GgktmaakwdIjVOK+nPfxwc+Qw4e15rFBW1OWMqN0V/t3iJ0h3DuFsZdi/dcVOw9tf/NSZOLM9ROzWP5ZGVV4VD64PHPKeITbruUify2AwbVFtk1Vo/+Hj/vbF1HX9pG8/1DO9+pB0LsyXCCJJ+Con+ETKFECMyOUElXfOp2JtTDIkAsSROHUFpOk4D/T0cfGkbG1cVkJ21lNyfnNTWy0TCf1+smzPYsbjvP9SOtndrHYurnxN4P9HNPkqx980nWWtyNnD6KCeNM4xBf/8Hgc7L+39ZxNKlSyN/Htika+bWi8c/kt4NZsIenYRg80UhxCRblKz1Sefl1BvhRwZS5t86Kf05CCGuFE6qf6mNFGVKJHNjEcnGWS4Ah7836y/NIHOMgSzXc061ZuaNM1iwCKwP20gE6D9MY5jOtMezzKPvjTDvPenM0GqIjI6DU/3qX5avZQ7zoGsj82tayOD0Cey6lGBfRAo33aFL0LstjcSJ6G/hInD8XguQWGaSGW7kPx3b0pnakPG9nNhjTL1AzhyipsQ/AqDC9X8TTJrIY2OKnxm1g3bb309XA2q+XroPGlOvDOO5ng/93qWWeVOmMzvaOEm35ZM6yu8W4mo3OUGlQz24tIiHZdYDLDNGKL5SyD982TBtEpx9sz/kTU+QgknrB+6T82H6E/pKIV+/1ThxhL5SyL88lKIFadx0/mu4XoxUHq8/TGQh4ZuGRKOfn8Q/Emv8og2s/jvjTo7kTXr+pGWcNosH7jPmS6LQFrnXKCHEZDFh8r+l1lMy2Lg0WUZoFEKMire5mvZ31N9/U0I21c0VZE41zjWxXHud2oO3lYxogaypmVQ8VRZ+dClvC84eH6Aw439kkzlTra/Qe7RJ++5Q41lm1xtabdBoeZUMKr+dOsbaoi6aXteCe1PTKI3SdCr50SJmTwXw0vWLltDEo67AqMSzl4f7DoXsRxeMuGaHMmWkc04O13Ov0+0DMJP2vUoyhm6gKqmEojnqKxbv8TYMeynEpG3jRB4bJZXcCOeIMrOUkju1bf/t6zSFewN1SVBQRhCwidTkdDzXM21d9PoAFFK/Hek8SqZoY8bIjocQImBygkrs4623tdBMbAqFz9Wx9r65pKSmsLhgK42Vd3F9oD3aUHHTU0hJ1X8sugcoExZ92ox4Xa2auWzY1UjDjjpqNq1ldfFq7bOWzdsbaHn57sDIbQPn9D0bBWvvxKauYO0i7Ttj45m7YjONlYv55D3t1dJfWJi7YjEpqeE6/TYR61+vJQ+wdlMD9u3LUEeP9dH38+3seNuYJ+hgn7YMYkn5Tgt1/m3YsJWGpgY2zNPP/TK7f9mnvXVM4O5/aaFl+wYKtf2ckprC4hWrWb2hkLv12YB9h3u0wFksKQXPU/e9ZcxNTSFlSSFbd2/lrhsHArWghBCT7LVuLShvIvVb1ZQssWo3lArWJUXUPluKDU/YGkxCCBGZi4YN5bRrb6RMljRKXtpP685KSvMySL0jVfukkf1IGdub2iibE/YpbORO19HcqY3NlZBN9QvbKQqUaaDEp5G9rpbWxhLS4o0vufy8NL15Ch+gJGZiiwd83Th/GqEUHM8yj1TT3qMLvO0uI3u2v16ognVJCfUvlGJTeun9Y0jOEfM21weOgXlOKc07S8lOC66f+fYMip5spjrLqvYbdaSBra+FfAUcb8ap3TIqs0uo35KLTQsQKvEZlOxspmgmeLWRwcILjhxmmVtC7syhx9r6j83q6Fp7KsMH/C4Ubwv1+7RR18w2Sl+op3R5Glb/Kk5NJOOR7TTXZKo1ez1OGp4M6Y1LM/w2RrWogsbdlZQsTyNRF4BV4jMo2eYPDLk45QimTcyxUfl8PsxzSqh/soiMeG3dFStpeZXUV2mjwPp6cewK7VnsktDrb+ppYd6juaSG3fVHcX2o/mVKzqQsPUwd7PFcz94mWjq15z2zjdJna0PymmfnUvlCNdkJXnpPRyhPhBBhXWO1Wj83TgSwWCy43SPrQtrkr9YTTexiNj+zlllDIy/g6+Hl1xQe+GY8MMCx6mw26X4LCp/ez7KR1mT68zG2BZp3FVK3f1mU0dk0Az28uK6Ul3Wdaid9p46t9yWEf/vv6+HFPfDAiiRdeh97l5awG5i/yR69U+zBAXr2/DM/eN7f/C6C2GVsfb6QlAhf1ffzpZQ8q58Sy+INdayarw+6Gbk5uKqAHSEdiMeyeNMzrLWFPTj0vPQrlBVqAG7AuY3szZFrV/n5/MMVCyFCjKZs9UteVU/1crUj2iF8vdhLu0ityyYR6N2zkOJdweSihg6yE4A+OwuLGvQ5o6YJIS4fYylXgsxkPlFL0Z3R7h10Bj307qtl3dOdumB2OpV7yrDdCN4jVWQ9Ee6B3i+Z/LoqcpPCPlUG+N6xU7y6IWztI8hke1tJ4MHUe7yOrMejPUiPY5lKBmX1JaRbIu0dD87qAlz3tY29PFVSKdlWSebtkZah8hxvoOJxO93GBIA5JTQ+oQVVhvDhPlSH89ZSMqOsY/I/NlO71NgOqxf7wmIagKKdHWTfPpJjbLCokrbHbSh4cT6ZRbkxKOa3qp6O5YkhywxSSH20msqsCL+Ffme6aPjheuw9xgTVcNsYVWA7IvHS3VzGmucNR2hcx0Z/bTXg+Ot8stW300P53ByqLabqgDEgMrLrcyT3BOlbtODyOSdV+k6whz3GyZS+UEvGlwyTDctSlm+neZWx5p/xO8dxPQ+b10fvnnW0frEq/HYKcRWLdq8xSTWVgIGDbFq7jVdP6TrJBgY+6OHVbT/gxfMXIgjhxnPWR9j4hs/HwAf9nHxtJxtXhgaUAHqe/Sc2Pf8W/Wd1mQd9nH3vLXb/Uykv/9FLpG6VPjn/MT5tdIKAQR++s/2cfG03m/KzKR0uoAQwsJeNT+zmrffO4tMPGa6tu/uc8UdxgIPbCsj9p50c7OrnrHGfDvrwnf+EoZ2vDHBw86Ns+2UP7j/rD46bnl9s5wc/9UlNJSEuou5dxazb4aDXoy+PvLh/107VQ8U0RLh5FkKI4Xlo35LH0hVVNB3qwuXxhd5zDPrwnffg+p2T9l3l5CzOoTgkoDRa3TSV5LH+aQfdbq/h/saL+x0n9uoCcoY8DOq188pxfwcGXk51RAsoMb5leh1U5eVRta8b9zlDGfxOJ03rCigf8hA/St4u6lbnsP5pB139nvDrV5VDTqSAEsCROtaUNdF5OjS/z+Oi87lyiqscw97Ldf+omIq2XvQ/Nb5zH2vHOpvEeAAv7x69GI/YXrqeLiZnXR2O4y48+vvsQR9edy/O1ipyVkQOKDHsNg7jiIP2I72h5wHAeQ+u4w7q1uUNDSgxMcdG9RENRXlU7esN3f7zHlxH7FQ9lBcmoHSp6KbmuxW0v6PbB4M+vP8Zur7ePespe8aJSz/5vAdPSH8l47ie/Xmf68QVck/lw9PfRXtVHsW7whxDIURUk1dTaTixccRxlrPDRlouEbHxJH3RS8+7EzF226Uulrib4eyHIz84UlNJiPBGU7YKIcRIXI3liu2JVirvNMOZTspXVGAc901MsDvKaH4yHYu3i7qs9QwXxhNCCHFliXavMXk1lYYzcBkFlAAG+q+SgBLAwKgCSkIIIYQQF04m99+hVrt2/c9GCShNAmVOIhbA+/tOCSgJIYQIcekElYQQQgghhBiGsnIBMxQAF13tQxu4iImXcZtFbfrWKSElIYQQoSSoJIQQQgghLhM21ixMxgR4TzhoOm1MFxMvjRlWE5x/l6P7jGlCCCGudhJUEkIIIYQQlzx1CPaNpFtQh05/zj6yDpbFOHVSkbOQhfesx25MEkIIcdWToJIQQgghhLhkpW9po6Ojg7amUjJvV9Sh21trZeRLIYQQ4hIwIUGlzz8PO4CcuErJ+SCEEEKIiaIfUdbn6aW9qiD80O1CCCGEmHTXWK3WsBGAaEPGGV177bVcd911xsniKvXpp5/y2WefGScLIUZZtgohxEhIuSKEEEKICynavcaE1FT67LPPGBwcNE4WV6HBwUEJKAkhhBBCCCGEEFeBCQkqoQUTPv30U2n6dJX6/PPP+fTTTyW4KIQQQgghhBBCXCUmpPmbEEKIkZGyVQgx0aRcEUIIIcSFFO1eY8JqKgkhhBBCCCGEEEKIq4cElYQQQgghhBBCCCHEqElQSQghhBBCCCGEEEKMWtQ+lYQQQgghhBBCCCHE1S1Sn0pRg0qRMgkhhBgbKVuFEBNNyhUhhBBCXEjR7jWk+ZsQQgghhBBCCCGEGDUJKgkhhBBCCCGEEEKIUZOgkhBCCCGEEEIIIYQYNQkqCSGEEEIIIYQQQohRk6CSEEIIIYQQQgghhBg1CSoJIYQQQgghhBBCiFGToJIQQgghhBBCCCGEGLVrrFbr58aJABaLBbfbbZwc1bXXXktMTAzXXHONMUlc4T7//HMGBwf57LPPjElCCJ2xlK1CCBGNlCtCCCGEuJCi3WtMWE2lmJgYrrvuOgkoXaWuueYarrvuOmJiYoxJQgghhBBCCCGEuAJNSFDJX0NJiJiYGK69dkJOKyGEEEIIIYQQQlzCJuTpXwJKQk/OByGEEEIIIYQQ4so3IUElafIm9OR8EEIIIYQQQgghrnwTElQSQgghhBDiSlLU0EFHRwcdDUXGpKtG5H2QTtkL++no6KD1iXRD2qWkiPoOdRvqVxnThrGqXt32jnqMWy+EECJIgkpCCCGEEFc9BeuSXMqebKR1nxosCPns28/+1kYqH0k1ZrxI0qnc00FHRxuVi4xp4oJbtIDZXzIBYJ65gEs5rCSEEOLCkqCSEEIIIcRVTJmZS+ULrTSuyyf9DivmKWqwIMQUEyazlRnxccYUcTV67XVOnFH/9Jx4nUPGdCGEEFcNCSoJIcTlYHa2WoNg/yVWDX9C1stKxqOV1De30Voh77uFmEzJOdtpfDIfm1brBI8L54Emah5fz3r/Z0sD9gNOuvs9+AaN33CJmpCySUR2iIoVC1m4cCE5W8KFlGxkl22nsXX/6JudCSGEuKxIUGms0jdj37+f/fv3Y98035g6yeaz+WV1XYZ8ni40ziyEuBzdsUCtQRCmAsFFNSHrlUjaXTYSLQomGTxSiEmjLKmk4pFUzDGAz43zufVk5RRQXt2C43gXXf7Pr+00VJezJj+HnIpwAYRL0ISUTWLsZrIgPRWrHAAhhLjiSVBJCCGEEOJqc1sR1WtsmAF8vdhL8yh/qQuvcT4hhBBCiCgkqHRFOMbuLRvZWO7/HKTfOIsQQgghhCZzVQaJJgAvztp1NPQY5xBCCCGEGN41Vqv1c+NEAIvFgtvtNk4Oy2S6Cqu2pm/Gvm4WscCAcxvZm980znERFVK3fxkJAH/Yy9JHdxtnuOB8Pp9xkhBilGWrOrpRGbYbjdN1+uwsLGowTDST/kgpeQt1TQ8GfXjP9PJ6YwV1hzy6eW2UNVeSbgG8XTTkrcc+pKqCQnZ1M0UzFbVGw+pWrDVjWS+DVfV0LE80TtXx4nxyK58UVJI2FXAfYn1eFV3G2QJsVLykzus70cDSdfaQfeg9UkXWE4cwpxdR+q0FpMabA83tvO5eTvyygeqoNTUUUrOKyL9/HolTg031fB4XR39eFyVv8HhYbjQF85334D7hoOGJJpzGLEKMwujKFUDJp7Y1l2QT+HpayClpinDujtBUG9kP3U/G7Bmh5/g5N72/aaRixyH0pQ4Aiyppe9yGghfnk1mUv2YmfW0FBXclY1G0ebxuut+IkD+ssZaZ4RU1dJCdEMyjzMykaGU285IsKLrrv6ujmZpnhlnHqekUrcljwUwr5inaNJ8X9zuv01hZxyGt0+uxCKzX7RYU/y35eQ+uo+3U/biFrigHV5mZy7pHMph5WzCv/rhlG/ZB0NCyFSB9Sxtlc/wHMJxe7AuLCT0CYy1bUfOuWEfRN2di9ecN+b3Lpr4jm0Sgd89CincZ80cR+I3S1llJJbM4n+w03Tnq8+A6/jrNtQ0hx1BZWUtrXjImfHQ/v5Q1zcE0o+C8bhyFedScNs5hVDSybRpyjRnS/dszJxHLjcFnOd85N71vtVD9IweukAyM7VgZ1+P/ZFNRmk3abWYAelsXUvyMMZMQ4lIT7V5DaioJIcSVRMmgrLmZshxbaF8WMSYUSzKZZc00l2UQvOV3UvVCp/owpKSSucYWzOO3aB3ZMxXAR29bFQ3D3vBOJCeNx7QfMEsyGXcY03UW3cvMqQBeTv3abkwFIHlVPc1l2dhuCwaUABRLImkPb6exQr9v9JLJr2tm+6MZJBv6fjKZraQ9vJ3munyS9VkYejxC8k0xY51jY6Z+fiEmQ1aqVkvJR69znAGleyppa66kaIkaxA45x2+0kHxPGc07i7Dq8xjFaNfJPbqHdQBFy99QNPTammTKkgoanywh46vBgBLa9W/LUbcx0joqS8pofqGM7Dm6gBKAScHy1UzKXmimbEn4kmc4yStraa7W1kv/jneKGeud+WxvriU/STc9QCH10Xpaq/NJ0wejdMet8ancCOXhRBpj2Yr6m1Wys5XtD6eF9skX+L1rpDZvgrZAyaDi2e2ULDGcoyYz1jnZlDXWU6Tbz97nD3PqPICJRFuuLoORQu6cZEwA/U7sk/X7mpRPbbO2PbqAEv7jPzeNoa98xnGs/GIyqNxcFAgoqdP0MwghLkeTFFQqpM7QgbTauXUsc4vraGnTTW/YzLKvGPOr4uavZmtDC237gvO3tTSw9bvziTjAbexqGgzLbtvTQkPlWpZ9PWIuTSxzV26l4eW2YH57I1tXphBrnDWM2L+7m7XbG7Hrtq/t5UZqvnc3KRG+oPBpbd6WcubGzmX1Dt327mvD3rCZB/4uQuYxiP12DW3aujV8N96YHBC/plHbhjZqVhhThRAXxiHKl6uj6yzc06tN68W+UJu2cKHhzXEyRTUlpFtMMOihu7WGgix1vqz8Gtrf8QImLOklVOlvtF+rpumo+lhpScun6LZgEiRTmpeGGfCddlD7jGsM6xXBrmJt/iqc59RJ3iNVwe9YqL5Zde11am9LLcxcGibopclcOEN9ADpzglf2GVOBW3KoWJ4If3TSVFFAlraMgmo73dobZnNaCdWPGB9/FTK2VJCbpAbWXIcaKNdGPVq4opymI258gJKUS1lZ6PplPlGkHg88dD1fTo5/27IKqNjloPvMxyHzCzEZ0v/Wqj7E4ubdNmPqKP3NTSgx4PtjF/YfrQkpcxz9aq1l0+0ZlNxjzBh064oi0qd6Q8qsnLImurTr0pSQSfGIggMTVDYZ/VUq1WvSMHt7af9RceA6zilr4NBp/zZmUxFu9MqkIqrXpGMxAWe6sVfry552er2AyUL6mipyR7KJOsqSSiryklEA3+lDNJTlaNuZQ/nzTtw+QEkmt7wMY8mp5FVRmZWICfC5u3TrFdwu5au5LIh8axjWoSeytHWwEzgCe3T7P6SW0tjLVlDI3VpJ5u0mwIf7uJ2afP+ycyjfdQjXeYXkby2IHtAcEYXUmhLSzF5699VQrFvHhkMufABTEsneXEHwDLDT2a3+rpoSbORHOra35WNLAPDR/eumMDWDLgQrJRtySVYAnwuH7tgvXFFMTasT19lPDHnGc6yCbrqvCJsSusyINa2EEJeNSQoqDRU7NZH4gn9h/b0JxOkC5LHxsyis2EzoeGqxzF3TQNOGu0mJjwuNjMfFk/LNDTTtKCTsixjbNLUTSh3TlDjiUxdT+MMWWr6/OEKAKJbFm56hPCeF+Bv0K2ghJWczP/y6ft6hYheV80zlahbPsBCrf/tzg4WkRavZuqucxeEXrIoxkVL2GHdP121vjInY+Fk8+MN/oTBC4G20Bn76Bj0D6t/xtgeZZZwB1H1xu0X909fHyV8Y04UQlwLr2nVkJ6gBDOePC1jzjAOXVgXB2++gbnUZ7ad9gInkBfm6G20vjio73T7AlEjGo9mBt9NKXjELvgTg5vWaOroDeSbR6SYO96gPbubkjCEPR6pM0v5WXWv3b9vDNidTbktE6bOz7qFyWjpdWu0ML64DDaz5Tg1OD+pb5aUlZOoz3rOJojlmtVbHnnUUVNlx+ps5nHHS8kQxdf6g3Oz7dXkzmJ2orpPn1zWsb3YGm8d4XXTuqWHNivWGZiBCXHjTb9Ku8HPvc2pc1ZSAwY/ofmk9OQ+tp2F/d0iZU7O5nV4fgMKMO7MNGf0ULF/yDSmzPEdbWL/RruU3kfwP0Wp7XGBfSiTR66TmoWLq9vcGrmPPUTtVheuw92nlU1oeJSFBeSslG7LVWmEeJzXfWUPDAX3ZU0fxxnZcPsCUzIKHRxP+yGRTsdrRuq/PzrrCKuxHA2uGs7mc4lqnuizLbO4PCeplsul+rXaMu5Oq4vW69dJvF1zQHi7GXLaqebOTtNDor6sofrwBR39gC3DuqaJgg51eTFoAdTwsJCZ4cf44j+IdDnp162ivKmDdnl41sGROI29t8Bi2t51QzxVTIqn3h48qWTNT1d9iXy/O58d7MY6QkklqPGogq3UNNbpjz5leHM+UU1BYQcg4j+M5VgEKiQk+nLWGZQohLnuTFFTaw1NaJ9IH/T1Ix8VTOCsBPjjJ3tqNbNz6Isc+0PrhuSGFe/S1YdI38NiSePVH4bybk7/cTWX5RiqffZWTWh7T9GU8Fq6mjXM3Pwh0YL2RHT99lYPOPs6eV5Pj/mEVP1wRJrrzze9TaNNqMg0O0PeausyNtXs5+SdImJXMXxjz+MU+wA+/O5c4fzvjD3t48xev8uqbPYHlcvNcCp9YFiGgpe6Db8yIDeZ97Rj9f9bSTAks/vbdhgxj9SoHf6dFlW5O5hthn9buIelvtD//Tw97tNmFEJcSGwV/r97Meo/UU34g3O1aN3WOU+rNb7yNbP3Dj7eF6jb1xliZmcmaOYCSHXjwcO+vouaideTrxX5cu2mfmkzGHGM6sDyNGQqAC+fPIvW65MKxtSF8YMzrYOv+bnUZynRmL/InKOR/Q60B5etrp2pXuNxeHM8cxg2gzCBtuX+6mev1TV2EuFRMZHOTZ8pZ81yYflQATrdw6k/qn6brja/4gnw9DraGK7NON3BYC9gwzaqrBTLZvHT9tBxHmFWEbhqeP6oFmqzMyNAFD+YUMC8ewIvz2Qj5e+pwdKvbaP3v2SOuVaOsXKCWeb5e2iOUa94DDRz+I0OCeoG8eOj8SQWd4daLbhq2hutTZ6KMp2wN5uVMJ3VbOsOffz0NVB2cmC3wHm+J8LsK3buaOKoFWKzJuibURxxaLVgTiXcEX9YEWcn+79rv9m9fp8WYfKH87fWjDLSN51iFinitCyEua5MUVDpLX9dJTnadZMBfmzI2meS/eoun8jey+8BJTh5+mU0/PYkarzBhSZjrn5HCZWqH2Pj6ebW8gI0/2ctbXSd56+c72ZhfyZsfqHOGrWkz0E+PtuyTXSc5+NJOdmwuIffB3ZwcADCRNP8hjOGoBxYkaQEfHz0/W0nJj9Vlnjywm42FG3njXGzEAjl+5V1oL0/wvf0y+Q+Wsq1+Jzu3lZJbvhf//VHs3y3moVtDsuqY+OQ/dpDrz/vjTRQ9/DLay3piE2YZanON3ZsHTnAWgDhm3hsmWHVfCgna9vSdfEk7RkKIS8odC0j09yf0m5D3i6EOutSbPhTMhhqPrmdqcZz2ARbSvpVL2ppMUhW1g+y6H4W7iZw83udf12pUmEleODT6nTt/htqMo+cwTZH6pDjdFTkN8D5/SnuAUrhFq/UEmaRqBaDrREvkB6zT3bx3DsDETbf48x7mXe33yTynhIp7Ij9UC3Fl8uL+T+3G5ebIQSHXbyP369T9vlb75sabmG5MnCznTnEoXJNavyO/4V2tCa8lfl5gcupdiWpt+XOneN3YSbKO47TWb5xiZoYxMYLMO9Sma/R30RKxXHPR/Ud1z5q+YAkENTK+quV1n6D9iH5+g9Od9Ibvk3UCjKdszSD5Nq2WUoSaqX6uzl7tN288vJx6o904UcfJb3q1M/hmK8EzwEnj/1S3zJSQSrYxqnRHHqlfAvBwoi3a90+w46d434taAzCrivyZxhUzGs+xCuX+vT3itS6EuHxNUlApDFMs7n97ipAx0w71Bwp+U4y/HlCwlozv7YPsfNs/s98xfvJvfeqfN1uZFbHqj8HAXt70t/u6Od4QjJpP0he1KMqfT7LvJWMYpYfdTm2ZYSy+3R+iOsuxf31RC9ho3t7Ni07/lHiSFugT9dwc+/nB0ADOwIv0/B/t7xvMYTrQGyPni7yl1SCLnXEXDxiS7/66dvNBPz2/Mu4LIcQl4bY4ramvgu3xDjo6InzaMrU34Qo3/TfDd9BNXc3ruAFTUj4V6Rb1TfYLVVFv2idHO52/V29FhzaBy8WWYFKr5UfpdNj7/qmIaap3+Uh7MDRPm63+cZsFf3/nicvbhu7PwKc0MOJUIC8umv61E88gYLKQtraVjtZGKh/JwBr+fluISeH1j9A65XpuMSaOkRKfTEZeCSVl26nf2Ujznv3s399B0cxIr+D8vHz0v43TgrrORr9qJ8WHLhzGaSEO4fpQ/Uu5KVjXKNGsBZJvtFE2pMwIftqytDw33jTCmkpWLP6uGRKyaQvznf5P6WytsImzoJZMCpYv+O9xP4oymiZAFx9dqNu+8ZStioWbtFqg3g+jbwHHPxqm3B8JN64DxmmhDv1Je4IxHENXe5cahAnTBC51cTIWRhDcm3DtNB3Uav8qyeRWt9HWXEvpcrU55RDjOVYhfHykRrOEEFeYixdUwk3/vxt/qXZTsnQpS5cuJXuzFm5KtQb6XOrv2xsyt99An0cLvpiZNvQFNnFfX8bqTTU0NNlp29Omfl5u5P9L0AJXUxRDIZqI+Qbtzw/7QwNfmuAyjeYTP03787yLnjBPYsdOq53ZAZi/6K+RZTSAZ5jfyYnTzwudPeo6mRKY9W19ZG4+sxK0///Uzb73dElCiEvHX4+2OnsEPTXUdwYHxvadsFMR5Q37ZAr0T2FoAqestKl9lnhP8XqUYZvHZLo5TJOFkfMeqKDg8Sac/r4+zFZsOaU07mmj8Yns6KPkCHGBBGr/mKwkB5p6jlFSNpVNbbQ11VK6MpPM9FQSb7diudGk9sczaMxw9TBfPyGlchiJmMdcMM3GovXu4P3oXWPi5BlP2TrHot23Rw9IXhICfQIam8DZyPya2l+p61jzMMG9ide9q5i8qnZ6taJAsSSTsaqS1n2t1D6aFnpsxnOsQvjw+bvyEEJcUS5iUGmEQZO4WK7X/ky4L3QUt8BnndY8bogkHtxup+WHhdxtSyJ+WiymKSb1c4MFi76H8AgGzvjHrhiDT3zBTln1PvDibwUYrJF1cQ389JjWLM9EUpquOWDqbOK1AJv7P/bi7xJLCHGJ+dinBavdOAr1I+1E/oQdcUXJJWd2MMxuSs6gJOwoCBfBkXZOuAHMzFzqb0ijkK01A/Ecf4XxNSCYzk3aW1bvWa3s9wxob7l9dO0aug/DfbKeCG1+6D3RQnl+Fln5NdiPuNSaSzEK1juLqL4EhkoXV5+u376vndcK0/8+zNu4kVJyqa0pwhavwKAX9ztOHK0NVDy+njXaSFxVWue9V7Y0btECNb6Pg3d+gRphf3RQEKasGPrRj4wWzVkGtD46fScawnxPmM/ycq3jZR+faIE+05SbdN8ZTuiw8RNqPGWr7xPt986Eyf8SOBJlIjrqHl7aNO138/zHhnt/L01OtVaQKckWHOFvTgbJUwFfN4efi9ig7ILyHKqjOEcd7c/xOzfeQWCKmeSsChq36PqGGs+xEkJcFS5iUGmE+jyMdcDl+O8+xgMztJ6R/nSSgz/dEeiwe2P5Rl4+5a8vFFmseRyNzP7CFL4a6TQl0Mm3b9A4ZOfF8jJvnPIPA5fCPVpfT/HzvqJWzcXN24clpCTEJavfo930mbHcYUwcKYXcrbkkm8DX5+DQH9WaDBklRSNsknGhddF8TOv1KHmB2j+LkostyQR46O4IUzVUx/SFYRr6LLJq5Z2P99/TbvIDTSdM3HLr+PaCt99BwxMF5CxfT9MJ9bHDlJDNOt1oQUJMin2vcELrWNg8J5+ikBHLRi51TQbJJsDnov2xLPJWl1PzjJ3O4110a7XzbpoyGY/0F1jsTaQap+kpM7BoN3yePwXLofc+8tdQtEQYtXKsuvhIq/FhmmodZfncyftaLwzD550XqNU04cZTtv76fS1wM4K8af5aTeOhcFPU31WFGbf4TwD30Obizf4+ARNJ/bYaqklfOlMbua8L+6jjrl788UrztDRjYtC0kdVg9hy1U/NYHll5VTj61S82zylik3/EwPEcKyHEVeHSDyq9188H/hHT+l+lSGseF/6TzaZAYDyFFV/X6tv86SAbCzey46WDgQ67T3ad5IPzkQI6vXj81TNvMJNiSAWITTBHqB31Jv1ax6xMsZIU5i5i1m2WQCHv+dNbhtSL59Vf+Dvsjmfut2YBsSy+XX3E4oO3OTiSmmVCiIvj16d47zyAiemzww/mOxwlr4rcJBPg5vWnaqhq7sQDmG7PpOyRS+NG0vWck16AG2ewYBFYH7ap/cv1H6ZxmD4pTPEzIwxzrLL9/XT1zayvl+6D/qkO3v2j+pfla/7+qMbJ20XLuiac/v6bbh7HywshxsRJ42+0PlVMiWRuLFE75R+l2bdq9wj9TurCjg5pY8aXRvJYe4mzJJIWJfCm3D9DKxs89B4J1jrp/O176j6eMp3Z/gf0CeLw96D9pRlkRlm3cI6+N8K896QzQ6u9OfHGU7YexaVtwnB5M+/SRokbFwuJaVGWomQzQ3vk8PR2hunIuh3Hb9WwTOLMXBQyyfiaonYA/qvI/QBG9j4fa89Gyk0RR/wh82vWEQWVAs4coqbEP+KfwvX+kZ/HdayEEFeDSz+oxF5O/kELx8d/gw3FKRGCOUZxxPqHcv6vAYbc68QuY35SpG96k54/acucNosH7jPOl0ShLcEwLejgO/4aPXHM+nYhIS1HvlLIgzb/a59+el7XJ04UD15/IG5aAmHGcwtP12F3XMrdzNd1kn72nTc4GTKzEOLiUFDCPgTY6ezWGrTckUvlkki30QqpD9dS+Yhxci5V30pWm5F1NlLTA7xWjf2EFzCRmLUuWG0/rEjrNTrDNsfwtuDs8alvhv9HNpkz1dvb3qNNYW7kDZRUcvVV+vVJM0spuVPrpeO3r9MUuMt3Yf9f2jfHZ1C2KnJjNfM9FdQ+Hml8KyEuLa5dtbRrw9GaEjKprK8gc6pxLj2F1BWV4c/xv1LCNuNMXpXP7KjfORkmomyykrExQlPVqdlsylLLziHB7T2dWg0VhdRvV5IRrvBBLZvy6yopMk6PwrXXqZV5UdYNYGomFU+VhYy81/VGr1bTJ0peJYPKb6eGLS9HS5kSLgwxnrK1i9d/rzUyi5JXWVJJ7h0TsQVgXVxGUdim4GayKzLVGnu4OPzTIfWUADi0X+sTMCGV3OVpTFfUUQEd0UYVjOgQ3dpziilhQfgm6kmlZE/Qto/vWAkhrgaTElSKjU8iJTWFlNQUYgNdCJmI1aalpCYRb4zb6Lz83KuB/n4S7t1Ky4s1bChYxlx//iUPsLp4A4Xf1Oc6Rr82EgdfvoutK2ahhnLiSFiymrrnCkn8sD/QwXdCwTLm6tZj3+EeLS2WlILnqfuetrwlhWzdvZW7bhwIdLZt1P/8G/RoiaYvL2PrizVsKF7N6g01tFQuQxuVk4H/OMgLF6Tj64P0va/9GZtC4Yt1bP7ealYXr2ZDZQONuzYQvnvwfl74d21UuxuSWbwuRVvXAXqdxwzzCiEmVa+/+rmFeY/mhq1V0L7LQa8PwIzte83Ur8vGFnigM5O4tIjK3c1sX5HMTSH9ZASbveHtwl7tr/Lpxf609p2mZHK35g59wBjBeg3vaGDkJFNyJmXp0RoreGl68xQ+QEnMxBav9knh/Onw73p9Ph/mOSXUP1lERry2ooqVtLxK6qsy1KZvvl4cu0J7ZnLtaEbtu9xE4vJqmvX5UbCmZVP6VCvNa9MMo7oVsf2lWsryMkgOzA9MtZG7JZfUGwG8vHtU+p4QF0M3DaV1dGrN4EyWNEpe2k/rzkpKlqeRekeq9skgt2w7ja1tbH/YFnKOB2u8LKBsS26wvJlqI7uskerlVryeSHdLF9iElE0anw8SsqnaWUp2oM85M4lLS6h/tkj7bg+dP6szBLfbqduv1Qgz2yh9oT50hK2piWQ8UknjC9vJTRomoG50uo5mbVAFU0I21S9sp2iJNVBGK/FpZK+rpbWxhDTjTfaRatq1G1VTQjbVu8t026VgXVJC/Qul2JReerUaKqMXHE3TMreE3DDD1o+9bAXnj9vp1p4NEpdX01im+71TrGSsraf5ezaUvt7AyNJj58NHItlbQ4+f+fYMSnY2UqRtm6ezmbrTIRmDjjTi/COAlXn3qbViPSd+ofVzNXotv9JGMzVZydxaT0ng2Jux5VXSXJOB+Zw3/LPKogoad6vXeaIu6KvEZ1CybYFWE8nFKd2Qh+M5VkKIK981Vqv1c+NEAIvFgts9smLYZIpeuXL+JjsbbFGiRgxwrFrfdG2o2EUbqCuej8Vf+ygM94EiCmqD/f7ELtrMM9/zB5OM3Lz57Nt85TvztT40MKxHLIs3PcPaQK0iPR89L/0KZcXdxAMDzm3B0eo0sYvKeWbNXOIidXD44VvsWFXJQcMQcoVP72fZlwH62Lu0hN2hycOm+8Xet5XnvxOpVleUvLEPUtPyAEn6Q/rnY2x7YFPYUfAi8fkbewshQoymbA2VTOkLtWR8yTC5z87ComDXrsqSMurXpGOJViwPeuiszgmM6mZ9pJ76nERM+Oh+Poc1zaEBmuR/bKZ2qQXw0rUrj/V79OkjW6/hKMu307zK+Fbci/PJLMqHjD6Xyfa2YHMd7/E6sh6P1EV3OpV7yrDdCN4jDTj+Op9sf2TfyOfmUG0xVQfCBKiS8qndmkty1JtlH72txRQ/43+sLKK+I1ttnheWD/ehOoqrHGNo/iBE0NjLFbWWTO4TG8m/I1owVzPowfnMOsr3aOe4kkFlYym2CFk9R2pooojSOQqcc1IV6CwaWFRJ2+M2lIjXuWZVPR3LE4Fe7CPuyJoJKZuKGjrITgD62qn5v/MonRNhQ/HS3VzGmue7jQmAQkZZPSXpwa4PwjrTSdWKilEGGZLJr6siNylqwYTvHTvFqxtCA15KBmX1JaRH/LHw4KwuwHVfm7YPjPtNX7ZWhe2YOfjboWc4jmMqW1XD/t55nNQUuMhsU8vh3j0RBqiIRHfutVd/xLx1uoCggbenhbKSJsKdAX7WtY003uOvteWivbAgchBqWArZTzZTFKk2kreblp99TOYjYa6xwLUXSYTzeazHaqTXuhDikhbtXmNSaipNhIHXtlHw4EZ2vnaS/rM+fIYhan3nfXwSE1rUD7y2iUe3vUrPB7rIzaCPgQ96ePWfS9j2c49WGymcAQ5ufpRtv+zB/WddgGTATc8vtvODn/pHWgpv4LVKHinfycFTbgZ0M/r+7KbntZ1sDBNQmkgDP9/IDxrfov9s6Fr6zg/gfs+N94shk4MGXgx22O2f1HdsVAElIcSF0E3Ndytof8cTLP8GfXj/MzQc4T1QRd5DVeooY+cN17/HRdeBBsrzggElbiuiLEsdPc132kG9IaAE0P2jOg65QW3CsYnskBvKka3XcLx71lP2jBOXPtt5D56wQ2i288pxf4KXUx2RAkpGH9FQlEfVvm7chuW4jtipeigvfEAJoKeJNXnrqTvQjfucYb+ec9N7xE5Nfo7hoecwjgNduDyG3yyfOkqWvSqPPAkoiYvN20XL4zna6IS9uM8ZztdBH153L859daxfnhMMKAF4HZQXVNBy3IVXf6/jcdH53HoKnnDw/4KTJ9nElE0qH44nClj/nBOX/vr3eXH/zkHduryhD+ABXhxVeeRV2XGe9gQ6WAZ1fTz9XTh2lZMz6oASQDdNJXmsf9pBt9sbvpypLiDHGFBCPXZVeVp5qN+mQS/udzppWldAeaTycIS6f1RMRVsv+spqvnMfh5Z5YypbVf7fu/bfuUPOP7xuen/dxPqCchzj24QA34FyCtY14ezX7edBH153N46n15M3TEAJwPXcYa12FdDnpGnMASUAL/bHC4YeP58X9+/aqfrOGpq0DtmHOOKgXbvWQ5z34Doe5Xwex7ESQlzZJqWm0qUrjoQZCu5T/mZwoxFL3M1w9sPR57wcxH67hpYVSZg4y1ubc6kM30Q8IqmpJER4oylbRWS2J1qpvNMMZzopX1ExdLSdgOHfpgtxuZNyRYjLgJJPbWsuySYf3c05rHl+giJeQggxCaLda1w2NZUujLP0jSmgBDBwxQaUiF3G9+9N0jqdfIsXIz+tCSHERZDJ/VpTHdf/bIwSUBJCCCEuDdaH52l9F57idQkoCSGuIFd5UEkYxX29kJrnC0mJRe1j6l93EuylSgghLj5l5QJmKAAuutqlmr0QQohLnY2Cv1f7U/L+vpORNtoWQojLgQSVrnZfX8aGyjrqdjTQsmc/LT9cRpLWu/dZ5262SUsRIcQlxcaaherw3d4TjnH2SSGEEEJceEpeLrOnArg5/LyElIQQVxYJKl3tUu9ifmoCCdPjiQuMrOfDfXgnj24+OMamgUIIMfGU+AxKdm4k3QL4enE8Z5dOroUQQlzCzNjyKqn/lvoyxHOkhYYe4zxCCHF5m5Cg0uefh+3rW1wOBtXRK3znfZzt7+Pkmy+yoyiXgq2vEmnQiOHI+SCEmEjpW9ro6OigramUzNsVdbjj1lq5MRdCCHGJKqK+o4OOjlYqV9qwmMDnPkTTkzLipxDiyjMhQaXBQf0YpuKy0ljC0nuyyFqeRW5RCRu3vczB/vHVT5LzQQgxkfSjSfo8vbRXFYQf7lgIIYS4JPjUF7cAg15cR5ooL67CIRElIcQV6Bqr1Rq2Wkm0IePCiYmJISYmxjhZXGUGBwclqCREFKMtW4UQYjhSrgghhBDiQop2rzEhNZXQggmffvqpNH26Sn3++ed8+umnElASQgghhBBCCCGuEhNWU0kIIcTwpGwVQkw0KVeEEEIIcSFFu9eYsJpKQgghhBBCCCGEEOLqIUElIYQQQgghhBBCCDFqElQSQgghhBBCCCGEEKMWtU8lIYQQQgghhBBCCHF1i9SnUtSgUqRMQgghxkbKViHERJNyRQghhBAXUrR7DWn+JoQQQgghhBBCCCFGTYJKQgghhBBCCCGEEGLUJKgkhBBCCCGEEEIIIUZNgkpCCCGEEEIIIYQQYtQkqCSEEEIIIYQQQgghRk2CSkIIIYQQQgghhBBi1CSoJIQQQgghhBBCCCFGTYJKQgghhBBCCCGEEGLUrrFarZ8bJwJYLBbcbrdxclTXXnstMTExXHPNNcYkISL6/PPPGRwc5LPPPjMmCXHFGUvZKoQQ0Ui5IoQQQogLKdq9xoTVVIqJieG6666TgJIYtWuuuYbrrruOmJgYY5IQQgghhBBCCCEuURMSVPLXUBJiPGJiYrj22gk5JYUQQgghhBBCCHGBTcgTvASUxESRc0kIIYQQQgghhLg8TEhQSZq8iYki55IQE6uooYOOjg46GoqMSVHThBBC+JlJX1tLc5tWZnZ00PpEmnEmMW5F1Gv7t36VMU1c2dKp3KMe+7Yt6cbEy8OiSto6OujoaKNykTFRiCvbhASVhBBCCCHEZe6OMpq1h/qOF0qxGtOvSskU7Wym7J5kLEpwqslk0s8khBBCXLUkqCSEEEIIIbAtnYnF/8+XbBTMCU2/Gikri8m83QT4cB2ooSBrIQsXLiTriUPGWYUQQoirkgSVhBBCCCGueuncO9MMePGc8QFmZi6drGYoVjIeraS+uY3Wisla5sjkzk7GBHDmKA3VDlxe4xxCCCHE1U2CSkIIIYQQV7t7MphxI+Bz8fr/dAOgfC2DTON8F0QiaXfZSLQomC6p8ToU/K3cfB++i9OYLIQQQggJKk2a2BTu/l4NjS+3sX///uCnrZEN84wzCyGEEEJMnuw7Z6AAvu7DNLR34QJQZpC23Djn1WQ2ljj1L99/vm9MFEIIIcTVE1Saz+aXtSDO04XGxAvvKw9S8/xWVi9KwnKDoWNHE/w/V+gkIYQQQohJo+QzL1ntN+jUETucbsLZB2Bixvx8dP1TCyGEEEKEuMZqtX5unAhgsVhwu9Xqz8O59EfAmM/mlzcw6wbgD3tZ+uhu4wwXUBJrd9ew+Ivav+fP0vcfR+n54BMAlHiF7vJtvBqS5+rm8/mMk4S4YoymbA2lYF2SS9G985gRb0GZok0e9OHpP0r709W0nBja2UdRQwfZCUCfnYVFDSNOE0JcPsZerqiUlbW05iVjOt9Fwz3rsQPKqnralieCr5uWnDU0DS1eAEjf0kbZHAXOOalaXk6k7qvDljer6ulYnmicVceL88ksyl8zTJ6aTtGaHOYlW7HcGLwH9Z1z4zrhoKm+BeeZkByjM+x69WJfWExIqamkkln8LTJnz8ByoynYjO+8B1f3YexPN+Hoj7AT/RQrGQ+XkD033Hc4se+qwXEaoIj6jmwSgd49CyneFfo1AYsqaXvchhJpPyqpZBbnkz0ncch+7H2rheofOdQaayEUUrOKyL9/HolTg80VfR4XR39eR/VLXUTeSoXUFeso+uZMrP68gz68Z3p5vbGCukPZI9uuYZjTiyi9f+hvpfeMixMHmqhtduIx5AH9cdeOr5JK7vdKyJxjxexvBjmi7YxgyPEwk/5IKXkLU7H6FzDoxd13Ascz4X/TVWZsy/O5/24bM6aZA0008Xlxv/M6jZV1HIpy/ivxGeSX5rIgQbd/znvo/XULtdXtWEZwTSszMylamc282y0o/uWf9+A62k7dj1voirTqEaVTuacM243gPVIVuSP8cV37Y7uPCjKTvnYjeXNn6I6XLu/UjdGvNyEuc9HuNa6SmkoXUfoDpPkDSmePsePBXEo272Bn/U521u9kmwSUhBDDSqVkdyuN67Kx3a67EQKIMWG+LY38JxupWKSbLoQQI2Il/061M2rf749i16Z6f+qk2weYkpn3sNWQ5+JJztlOa3PZkEAIgOlGC4l35lP5QjNlSyavfpWSVkrjS9spWaIGB0L6hZpixnpHJqVNzdSuTNYlhFK/o5HSeyJ9xzzSpuumjVdSPrXN2ylZkhx2PybPTWNoWC2Z/Lpmtj+aQbKh/yuT2Uraw9tprssn7FYqqZTsbGX7w2mhfWfFmFAsyWSWNVKbN95jlkz2k620loX/rVQsiaStrKS5uYyM4Ral7Z/8O4MBJXTb2bglY5w1+JIp2tlMWY4tGKAAiFGw3K79poc9hzOp3NNK5aoMUuN1ASUAk4Llq5mUNdZTdJtuuk5yznYad5eS+VXD/pliJnFJCdUNRdykmxxO8spamqtLyPiqLqCEdp7emc/25lryk3TTJ8j4rv1x3kdNzaTypVbKtOszwJ+3qp6yoReMEFcNCSpdYClfjycWAB89B7ZxcMA4hxBCDCcOS5wJBr30HmigYnUOCxcuZOHCHMqf71LfuMaYSftWCZfOo58Q4rJwWyap8QSbvvl57XT1qTWHrTMzL0zZsqtYK8uqcJ5TJ3mPVGnTFrJwYejbfmVJJRWPpGKOAc714thVTo5/3hXF1LR24fYBJgvpa6opGuuD7bDrpaullFREdVkG1inAeTddrTUUZGnzZRVQsctBrxdAITmvgspwD7z67xj00ruvhuIV/mXlUPwjO139HtQ67hPBSsmGXJIVtWN2R3UBWSH70YnrrHFpChlbKshNUgAfrkMNlPvXcUU5TUfc+AAlKZeyMtuQvLlbK8m83QT4cB+3U5OfFfwd23UI13mF5G8tGMd5pq5f0R1mALzvOGgo8/9WLiRndQ324+o6mizplNQUhQ9+AaAw759ySY5xcShwjmVRUO3AdV6dwzwnlzVzjPlG7pb7K8i+HdxHmqjw74usAmpau/EMar/pa6rDBIcs3HRj8Fxbo897wIUPYEoiGavCdLE/p4wy//VzXr9tC8nKr8H+Ow+mhGzy7wgN2OgpSyqpyEtW+187fUi3j3Mof96pXn9KMrnlZRjPgvEY/7U/nvsoG2U/LsE2FUDNHzj3/ccsxkL6PanqSJFCXIUmNai0+Id2QyfVbdib6thcsJh4NfISxnD9IRVSp32ffdP84OT0zdgDy9KavgF8eVnoOoTLqxeug+02O43b13L330Vc6QCLcr32lwfXb0YeUYqbX8jmXS207QuuY1tLA5sL5qP1GRlR3NcfoHxHI/Y9um3c14a9qYa196ZoQS6d79Rp89nZHGYk3/mb/MetjnBHAP/6bm+gZU9byDoH1n33BuYaMwkhRmygv5O6vCyKq+10vuOvuO/B2bye+iNade14G9lDbkCFECKy1G/Z1DoQb9MAAP/0SURBVIeo86c4ukef4sV+vFd9SI23kXeHPu1iyGRTsQ0zgMdJzUPF1OzRNWM604vjmfXklbbj8gGmRDJX546zNslwrJRsyCbRBPh6sW/IY/0zDlz+FjReF517aijOq9GCU2ZseWsMD9s2ysp13/FYFsU7HPQGmvB46N3fwPr8AiomqjmNEgwkdreuoeaAK9iU60wvjmfKKSisCG32dM8miuaYAR+9e9ZRUGUPNjM646TliWLqjqrfYpl9f+iogfdsIjtJfdx2/7qK4scbdE0BPTj3VFGwwU4vprE/lAfWDzxHashbXYP9aLCRm+cdBw2P57GuTQ28mBIyKY5YM8qCZWov9g0FVAXOMS+uAzUU1Dq1fWVh5uI0Q76RUrAmKPTuWUfeEy10+veF14XjmTUU/Fhbpil8cOijnhbWr1DPtW593uoK2rVAsJKcRnZILislj6RjwX+u6rcNvP0OGh4roOaIJ0q3JsFr0NdnZ11hlW4fe3A2l1Ps3z+W2dx/T2jusZuYa3+s91HWtUWkqzuO7uYCiqt1577+mJnGcf4KcZmb1KBSvNkQzjCZiJ2WwKz719LwYh2FXwlNvuhiF1O+K0wH26ZYLDMWs7ryGcoXDQnRhAhu8wAD7xkSI0j6Th1NG5Yx69a40KrFcfHMun8DTTsKGRKAByCWxRsaafrhg8ydbiHWULUzdloSi4u38vyPHoyQfyxiWfz9Flo2LGPWjHjiphiqbGtMMYy+7bkQQnOIqscqaI/QT8Cht05p15eCeSKbRwghrnA2Mr9mAcDb3Rlo+ubnfaWLXh/qA/TSiax3MHrKygXMUFD7WXq2HEekm4qeOhqOqA+MpqR55BqfLCfSnALmacGZ3n1VNPQYZ9B4HWzd160G6CyzuVffxOae+5ntf2D92brI3zGR/vb6UT78KuR/QxsdsK+dql3dxhkAL45nDuMGw6iBwbyc6aRuS2f4+8GeBqoODu3BaWR0yzjnpP4JR/hlAN1PN3D0DICJ5HlDAw9+niNN4Y/Fa69wVOtSxHzLDGPqyPU7IuxH8B7YiqNHCw4lzib0fW8D5SVNEfosctHyW23lplyvBmH87sjDFggkRjrPvDieiNwfUuAa9PXSvrWBcGvvPdDA4T8CKMy4MzSsNVYTc+2P9T7KRsHfq3WXfD12yp4P2xsX3gPltByPtGJCXPkmNai0Z8dGNpZrn6272fuLNznZr9XemZLAssc3MMuYaaycu/mBf1nlL3Lyz9r0/oPBddB9ftB4zPAFsTywZRVzb9b+PX+Wnjdf5dVfvEnPh2pBT0wccx/5Pst0caW46SmkpAY/sX/hTzERq5vu/yT4v9/PtoH19yUEfuwH3jvGwV+8ykFnPwOD6jTT9GWsXzM0LBRf8C+smm8J5u3v4dhr6jqf7D8bmC/2K/fwwJLAv+OTvoHCfwjWnTrb38fJN1/l1V/oPq8do+dUNydDMgohJszbnsDN0E3Spl8IMVKL7mWm1qTj3c52Yyp4m3BqNR/MM+81PNxOrsw7EtX7G/dRXhmmxo7zN91aLQYrM7KMqRMn9a5E9cHd18vhXdEDIt7nT2mdXivcOis1MD1jznQtGNJFW/MkPZQeP8X7XtTASlYV+TMjhVb8MklNUO8uXSdawnTerTndzXvnAEzcdIv/OzNIvk2rpfTbdpz6+Q1cnb1qUGrUguvnPv5K2I6lg5x0/F4LDMTPCK1RFeCh+zeR1rSL985qzwE3W8d8TbiON0Xej3hp6tZSb7xFC6iMjPf9j9TgJRasuuCl9c5ktZYSLk69Eu08a+dEv7Z9BoFrsL+LltPGVD8X3X9Uv9/0BUvEoN1oTMq1H+k+6rY0EqeiBo6dTRGDlQDtv9WaHwpxFZrUoNLZd09yskv7HN7L7vptbCzKpvSA9hMybRbLvmnMNUYD/fT4l9WltqEG4JOB4DroPj3+4JbfrQ9x11e08Iyvh5eLcindtpOd9dsofXAje/+gfWNsCotXxgeyLV+7la2Vwc/iQFI8i3XT/Z/H7gtkBeDue2dphT64D1eyctUmdtTvZMfmIlbWHsMfGrLMe5C7dflgFg/O9wejznKysZTsolI2/Vhd541FuWT/80H6/+zmWOMP2HQgJPPYJZgDzen6f5FNblEJG7epnZAHPj/eRGm1dEcuxPiZSbwzm6JHS6l8qp76plb279tPx+6MQLkhhBAjlblQq93hfZfOfcZUVYtTawJ34wwyJqw5y2hZAzXGfWffo8uYbPTr97UHSxMmfy8E2kh1HR0dET/1q4LzjkSiWasL4nGHrbUR6l0+0vpnUqb4X8YpJP619tj9gWuYYMhEaqfpoHZclWRyq9toa66ldLnWxMjoNkugs+rE5dH2YSm2G9X5zNNmq38oFm7Sas57PxzmyB3/KOpDe0SB9fPhcQ2zDKDzAy2oZDJFCHp4eP/XxmlB7//neEMHXt7//TBb2uvfF2Ys4fpuUqwkL82l5NEytu+sp7G5Tb0fWBW+X58ZN2tb6nFzaphFh9++4DVIQjZtQ4598FM6W1tWnAXtLBiHibn2g0Z5H/UVs3aOePH0GxMNPvhYgkriqjWpQaVIep77d9TrNJZpCcEAzUW1IAn/mpx1vsyLH+oTe9j902CAJ/72xfrEcZhLym1aiMbXw5u1b6EPdQ28to2Db/uDWVZS5ukS532DZK3Wk+/tg/zzK0PrtQ782w6KHihgU5i0iWD+6kMsjtw5lhBizBTSHq2n9WAr9U8UkZ2Vge2riSTGmzFNMYFWi1EIIUYum7Rk7eFPSaUkzMNhR0cHHSvVkeFAYcY3ckO/YtIkYtZW1fef7xsTR8x33ovvvC/yZ5RPhObrtYfsgY+Gf9gNazYWLb7k/ehdY+IF1b2rmLyqdnq1+IpiSSZjVSWt+1qpfTQtNNgy3f9gPQZzLFqgystH/9uYOEEC6+fj4w+MiVeaZLK3NNK2p5Haf8wnMyud1NsTsVqUqPcD1pu0I3j2fTqNiSMSvAYn18Rc+2O+j/pvN2nnVvRAoxBXu8kNKsXGs3jFBrbu0Dp01j4tP/p64M3I9XEJhkwXx/x4f7zah+ttY9M4wNmnjjIAcPO0QCfUux9dytKlwc/eP/gz9LFXN93/KXnWnw6QFLi54EMXbwzp13uAk25/W944LPo2v9MtgQ68+3teDAlGXVC/OolWM57YL9/N2ga72pH5rq1sKFjGXAkyCTFutrJ6KrIS1VFPPC66DrXT9KP1rH+8WB39ZLGdXmMmIYSIQlk5jxn6vhdHwJRgI/+iPFieZUAbdcv0hVuMiSPWWZXH0nuWRvysec6YIzqvPwoVexPBBm2j4eMTf9cGU4YbyH3ieQ7VUZyzkJyyBhy/c+MdVIeFT86qoHFLRjCQ5BnQas346NrlH5Uu+ifrCa3ele8TrfaGCZN/0JxIlDF2dBxYPxPXTzMmXqYCwQwvnkC8USG3rpqiOVaUGPC6e3EesNOwZT3rH9NG8Kv2dyQeQUyk2llBfxmmb1T9Neg70TDkeIf9LC+fgNp3E3Ptj/k+KhBsUlCGGwgl7H4T4uowaUGl2EUbaHyxgbXfnk/KdK1DZ+0TF28ZOiLZJeMTfFp15VBuvP+l/RljItB10kT5rwGt9laok2d14SJ94XWxCrL3dlPyTzs5+O5ZfP6C1xSL5dYU5t9fSHmDHXvDZpZdap2wC3HZyCU3TetI92gNWTkFrK+qo2V/F13He9Vq3rcpw94kCiFEkEK2v5+SM53UPb6e9dE+L2mdTJuSsX07tLQ5e157hL3xJiKPE5DKTeO60eviI61vTFPcrcMHcO7wP5D7+Pj/GhMnznsfadtutkQZnt7vFq73NwM763987eR9rSa8yTJ9+O0K8AZqVZmnRRmBbNrIOuT2HLVT81geWXlVOLT+dMxzitjkb+4YaJZm4pZbhw64HpWuOdKwedP8tZpGSbd+ZuvwezE1TjuHz38cHEFsUg0f/Er3v9w+/z4uf/9Fd6whI8mkvvBuW0NWXjHl1Q3Yf91F1++0EfxuCB+Ye/f/aufqNCsZxsQQuiaZIXTX4FSrOmLkpJiIa38c91H/W9cMcZgRMJXEW8J/hxBXgUkKKt3N9x+Zj2UKMDhA35t72b1V32n3m2PsmA+IDV94Tpy/wKS1Dw9lQfkr7c9BH58YUsftr2IDze/0UuJ0d2X6qpq6v2OnhMs5duHfWOi8/So71uaSdU8uJVt386qzh35/J4ZAbPwsCp8oZ35IJiHEiCxKxmoC8HLqjfAj2ijzbx3bjbgQ4up0Wz7ztCHePd0O2o930RXt89zrgX5YEmfnhzxQdp31l0oKN0V66LotjcSwHZaMnOP3WsfFlplkhutjRse2dGZg6PQTe4ypE6fz+HtqmWxKxLYy+uOkstJGognATfevg100j2a7gt7nY632hnLTrcbEgMyvWUd3j3zmEDUljkCH4tf/jT/Bwbt/VP+yfC1zlAGFo7i0m/zh8mbepfXxNWoOTmlvYi1fyyT6OIXBEQ99p08MGfFwcpiwfi18F+EqG/8jUQuNnO7G4Z882xrobNv5dPhevGzJt4Y95of6/aPCTWd2tL7RbssnNUKNHEev9h1fmkFmhHkuhNFcI2Gv/fHcR73WjUuNqDN9drRjZiX/jmhntxBXtskJKq24i6RYAB8nX1hJybbd7D2s6yj7f3lHFpSJMQ2t0fSNeIYJ9oeKEKwxetNf+GLC+pUwY9LZErD4S+0PP+AtQ/LY9OD2d9R0s5W7hmxsLCkWf5F3Fre++X1XfyAwZ/m7ZQwdG26EhgSQ4vnKF4esSARn6Tu8l52bSynKzWJp9kZefU8LLsXN5K6xDpEhhABMmPxvV/WUDDYu9fd5IoQQw7NmpmoP9x66OyKNcqXXjuO32qNYvI1s/QPlUZd2/2Fh9nJdk6kAhexHF0QNJuhFagbmeu51un0AZtK+V0nG0AWpkkoomqP14nO8jRZj+kTa5x9e3kRyTjVFkW6+lAw23qOW076+wzQfDyaNeLtCHKL7T1qjsoQFlIRbblIp2XeM6MtGwIX9f2kP9vEZlK2KXC/LfE8FtY/rb/i6eD0w2lrkvMqSSnLHvL4uml7XatNNTaNU33TPIPnRImZrIx52/eKCnh1RKXfkUrkk3FoqpK4rIU1bx1O/CjfimIIS9pgXka+d+0P8zKmdZwqp3450niVTtDEj4rXq2uvUAo5WMjYWRa6dNzWTiqfKxjwyntGIr5Fhr/2x3Ee106X18xH5mEHyqjIyRvKAKcQVanKCSoE20p/g8wzt7Sfp4a9HCfR8EmxWdUsCy0PiG0kULkiKUAjoBdvj8sWUkTXFer0n0PwszvYghSF5kij89qxgH0bvHNQnjsNbnDyt7R9TEovXLQ4JosUu2sBi/4h0Ay5OHtYldr1Bn78z8S8u5vs/vDuwfsMK1HKKJfHroQG02EWFzP5iyKSRGzhJ35kRhQuFEJHo3pKlfquakiVW7WZZwbqkiNpnS7HhHwpXCCGGk0reLO2x8Uw3jiPG9PAO7T+hNRWyYPu2ri7I8Wac2g2TMruE+i252KZq/8dnULKzmaKZ4A3blYDfUVz+ZmDJmZSlh3kw9rZQv08bscxso/SFekqXp2H1P+NNTSTjke0012SqtRI8ThqeHH+PLtE5qW12qvvFlEj2tma2P5KhDUEOKFbSlpdS36yNiubrpf2phtCh5I3b1WzYLsVK8tIitjc1UqEbIr7lV6e0WlJWMrfW634bzNjyKmmuycB8zht+NKpFFTTurqRkuX+4dJUSn0HJNn8A0MWpQBUZcO1oplPdUBKXV9P8ZBEZ8YGVxJqWTelTrTSv1a27xvnjdi0ooOZtLMsOnCMoVjLW1tP8PRtKX++YWy54m+tp1x7+zXNKad5ZSnaaf5+A+fYMip5spjpLrb3lOdLA1mGGp79wfPh8Zmxr6tn+SEZgfynxaeRuqadyiVaT6h0HdfpRGXUB3AXlleTO9l8nZmzLy2jclo3V6wl/zL1NtHRqe9dso/TZWor09xNpuVS+UE12gpfe0xHuKE7X0ayeBJgSsql+YbvuO9T1z15XS2tjCWkT2aeq8RoZ7bU/rvsoL00/69T2uxnb9xqp1R0zptrI3dJM9fJEvH1aE0QhrkLXWK3Wz40TASwWC273yIp2k2mYsE76ZuzrZhEL+PoPsuufd3Owf4DY+LncU/AwD9g+4YP34om/FXzvvcXL7a/S0+fi5LtqtZ27K+2sTtUKp/Nn6XG+Rd+fFRL+4R9I+nM//V9OIB7wvfcmL/7sICd7TgYDLJpZG1vYPE8LswwO0P8fxzjZr176fzEtgcSYHnb/YDcnAzlieeBHLTzoD+IYl3uzP7hzkt0rN7J3aKwMgMKn97Psy2gddZew2ziDkW0DjZvmB4a1HHjvGJ0nP4BpKaR9PZ5YrSaR+0ApBbWho7jF3reV57+TEgxEDbjpf+ftwHZyQzxJX1Lw9rzMxnpd3apbV9Ow6+5AYC90mWbc70HCl2OBs5z86Yu8/B/d9J7qVzsDX1lDyxwTnv/y0t/THyxMb4gnJSmR+Gn+tenn1VVF7HzPP0NkvtEOvyLEZWQ0Zatf8qp6qpdr/Z8Y+Xqxl3aRWpdNItC7ZyHFu4LJRQ0dZCcAfXYWFjXoc0ZNE0JcPkZVrsypoHVLGmbA8+tycraMpKYSgI2KlyrVGhRnOilfUUEg55wSGp/QHuiG8OE+VIfz1lIyo5Q3yvLtNK9KNdQw8eJ8MovywMO/Quqj1VRmRSgP/c500fDD9djHPdhtOpV7yrDdCN4jVcHOpw3M91RS/6hN7QQ4kvMuHE+uoaYz3GOnQto/1lK2NFpztaH7IvvJZooi1e7xdtPys4/JfMSGYsy7qJK2x20Ra/OAl+7mMtY8b2hilZRP7dZc/IMGhuejt7WY4mdCQmcoS8qoX5MerOVv5HFSU+Aisy38b9mIKKmUbKsk8/ZIC1F5jjdQ8bidIQ3IVtXTsTwR6MW+sJihZ6kqfUsbZXMUOOekajSdUQf2uxfnMw5uWpmtNYkcyuc+RF1xFY6Q00UhY0sjpZFqI3mc1DRC0bowxxyAZPLrqshNinQAffTuWUfrF6uibN9w36HyvWOneLUhgBrVcNfa+K798dxHASSvrKUqLzniNePrs7PuFStV/uM7ZN8LcfmLdq8xOTWVDr3MwT9o1XTjF6sjhO3fj72hnAdtFnj7Dd46r6XfOpcH12xl69rlgeyv/vRgYIQxpsSRNP9u7r53Pkk3D3Cs/Q08/lEBbp1P4catPHZfIGvAsdoXOeZvWhYTS3zqfO6+927uvvduFtuSSJiRQOi4cwO8/MQu3vIHp0KWqxVJg2d565l/jhhQGhPnNrb/vC/wliH21lksvvduFtuCASXfu3vZbggoAQz8/J/559ae4MhvsZaQ7bx7fgoJ0xNIus3QYPC9F9jr9O+c0GX+xXsHefmdj7WUOFK+vZatTxTir880928sxMUnkDA9hfn+5WjLCgaUfLgPvTSigJIQYqjuXcWs2+Gg16MLuA56cf+unaqHimkYWhwIIURY6Utnan2HjLTpm5+T9t9qN5NTZ3K/vl+WI3WsKWui87QnWLsc8HlcdD5XTnGVI3ztCR3vnvWUPePEpX+IPu/BE9KTspeup4vJWVeH47grcP8Hav+WXncvztYqclYMfai8kDz7ysnJq8J+pBf3udAt9XlcdB2oY/2KgggBJQAvnT8qULfrd268YberlpqQh1Qv9scLqNrXHbpMn/bb8J01NAVv7UIdcdAeZl0578F13EHduryhASWAnibW5K2n7oBhmYDvnJveI3Zq8nOGBJQAvAeqyHuoivbfufHqs3rd9P66ifUF5YYAyhh4u6hbncP6px109Yeei/i8uN9xYq/KISdcQGmynW2g2L8/DNeMs7WKvDxjQAnAi+OJAipe6sIVcsw9uPz7UL/NQ3TTVJLH+uc6cYXcT/jwnHZir8qjeFc3N03xv1AfYOgppH3H0w663d7w+7i6gJxRBZRGYnzX/njvo7qfX0PeuvBlXNe+KvKKGi7+OSXERTQ5NZUAYlN4YM1q7rHFE+ef/fxZ+v99D09t3cu0TXY22HRVJf+wl6WPBuv1xP7dA2z47nJSvhiLKQYY6OfYvz7FplemsfnlDczSDVPa9/OllDwb/D8gNoUH1hTyjZR4LDfo1nnQh8/Xx97lpbyonx81z92PPMgyW0Iwj28A97ud7P3pbl79j+gRpVHXVNLEzS/ksf/vLlL+Jk7dXsB3tp+Tr7/EU41vhinkg2LjF/NQ8TLmfmUacf4fBo3vvI+B/9hN7uZXQ6ZDHPO/+0O+k55AnDY6ydl3X2Vn2U7e+lYd++/Thdz+fIxtD2ziTSCluI7vL4on1rAcAN/5s3zwh16O/fIpdr8ZbY1DSU0lcSUbTdkqhBAjIeWKEJcBfU2lS7gmi9RiFkKEE+1eY/KCSsOIjU/Ccr5nSLO14cUSP8OC91Rf1ECLGIebE0ia4qanP3oAbaJIUElcyUZTtgohxEhIuSLEZeCyCCpls31fEalTwHu0hqwyXcdaQoirWrR7jclp/jYCA/1jCSgBDNAvAaUL68O+SQsoCSGEEEIIISafkjePGVMAfLi6JaAkhBiZSyaoJIQQQgghhBDiIkgqovpbyWpn1ue6aGs2ziCEEOFJUEkIIYQQQgghrmBFO9to3llJyfI0kuOD45gp8Wlkr6ultcY/Gp0H57NbRz6qnRDiqidBJSGEEEIIIYS4ksUoWG63kbmqgtqmNjo6Oujo6KCtqYKiJcmYTeqIaN3NFZQfGDL0nBBCRDQhQaXPPw/b17cQoybnkhBCCCHE/8/e/YdFdd4J/38npLP14iQuk7iZNA8Tn4J5CqZV1sZZG3xikFQn1UI10KTQVKgNaAOmRUyFuGJdcBMhjdAaJjGQpLDJMjGF6oI2SJNK1wddF91WSCPsY4Zvksk3zbi2w+V+pyH5/nHO/DrM8HNA1M/ruua64PyYc84997nPOZ9z/xAishqfqaHlWB/OCx48QwEzhjx4LjjpO2anIjudwhd6AmYKIcToIjL627XXXst1112nnyzEuH388cd88skn+slCXDHGU7YKIcRYSLkihBBCiKk00r1GRGoqffLJJwwNBYa8hRi/oaEhCSgJIYQQQgghhBCXiYgEldACAh9//LE0XxLj9umnn/Lxxx9LYFIIIYQQQgghhLiMRKT5mxBCiLGRslUIEWlSrgghhBBiKo10rxGxmkpCCCGEEEIIIYQQ4uohQSUhhBBCCCGEEEIIMW4SVBJCCCGEEEIIIYQQ4zZin0pCCCGEEEIIIYQQ4uoWrk+lEYNK4VYSQggxMVK2CiEiTcoVIYQQQkylke41pPmbEEIIIYQQQgghhBg3CSoJIYQQQgghhBBCiHGToJIQQgghhBBCCCGEGDcJKgkhhBBCCCGEEEKIcZOgkhBCCCGEEEIIIYQYNwkqCSGEEEIIIYQQQohxk6CSEEIIIYQQQgghhBi3a8xm86f6iQAmkwmn06mfPKJrr72WqKgorrnmGv2sy9ann37K0NAQn3zyiX7WtLkS05UZkrZCTLeJlK1CCDESKVeEEEIIMZVGuteIWE2lqKgorrvuuisu8HHNNddw3XXXERUVpZ81La7UdGUGpK0QQgghhBBCCCEmLiJBJW9NmitZVFQU114bkeQas6shXblEaSuEEEIIIYQQQojJiciT/NUQ+OASHOd0b+9SupqOVQghhBBCCCGEuBJEJKh0JTbNCmW6j3O6t3cpXU3HKoQQQgghhBBCXAkiElQSQgghJieF8v3ttLe307wzRT/zqpJnU9Oh3ZannyXEZcZMVmWzel7X5GHWzxZXlg21atnVXouUXkIIcfWQoNIlkPaEeoPVWpODop8phBBCCDHVfAGAdtrbmyhbol9gLCyUvez9jnZqN+jnW1m6UL3TURKSsOpnTyG51xJCCCGmhwSVppuSw/IvKoCbM7+qx62fL4QQQggxrYwsTE/TTxyVsi6LxXP0UwO10d2r3um4e7tp08+eKnKvJYQQQkybyzSoFM2CzFKq9uxi09cS9DNnNPN3l5JoAD48xasH9HOFEEKIqWFeWUD53gaaXy7j6m5gKEJRvricnHFV6TGTc3ciBv3kIA5sBemkpqaSXmDDoZ89ReReSwghhJg+l2dQ6WuP8/i6u0iYt4AV3y9mS5J+gZnKQu7fqT0KOE/U0aWfLYQQQkyR+LuWY7ndhGL4jH6WuKp58FwEDIks/e44ej1aksvSWMDjxHlBP/NSknstIYQQYjpdnkGlmxWiff9cT3RM0NyZa/X9LJwD4KDrtel6XyeEEEIIEY6DvnMeAMx/l4tFPzuMtPSFGAEGXLhm6edeQnKvJYQQQkyryzOo9M8HeeM99QZo8OxhXunQLzAzpSXPQwE8vUepP6efK4QQQggx/c786oza79Cchdy/Wj83hLl5WL+oAB56jp3FMHIbuGkl91pCCCHE9LrGbDZ/qp8IYDKZcDqd+skhGWbS3cQU83jUYNa4KTlUN2WRaHDTvSed4jG08b+a0pXJpK0Ql5HxlK0+95bT/JgFBTddT6RT+rqRlE1l5N6TiMnbB4rbSc+v6yjb04FLt/rw9fULaDbU0r42HujDnpqPLWBWnq2djDig305qng1jSgFluctJ9O7AsO0rJD24mYJvLMZs1MoyjwvHsRZqftJI97Cec1Mo31+CZTa4j1WQvq0DY0oeRd9aTlKsEUOUupTb2cPRV+uxNXeP2PmusjCNvHUZLL3dhOItSi+6cBwf6/adZGzbTEayGWMU8Lad1I2BKTJxysIsNj9sZeFc/755Ljjp+42afhm6tNZTYq1kPZzG0kQzptn+64TH5eD4L2qofDkwbfKobc8g3vf/cN70DjInhbzCbJYvNGP01kLxuHG+fYS68ho6PgxefFJ0+a4xuYCKfG/ectG5M5OyN70LG7GszeH+VRbm32z0BzNG3Df9b9sxPP8OuXH2hlvfT4m1klOUxfI4E4o3XS666HuzkerKFkw7mylZosCFLirWlhLyndcUpO2EypWgdK/nlpfLSZ4Dnt5GMgtG7tzasq2J8ruN8GEnpQ++T46Wx/r2p5L/TPCy+rLDL3K/i89I91r68m1OCgWluSxPMKFEhd6WsjCLzY+ksdhbBg15cA0cp+WnlTSeCpNCcyxkfOd+rIvnY5pt8JVdged4YBmtZFfTtE7tm8rZWkj2Uz0BczUJRTTUWDEBrs4KMstC5iyNhTLtt+TdNnK/UxW+L6u5BdTtS8MMOA7kkrvHu6SCeWUWeV9fyvzYgLw+2vHr0zhgVvh8EGh4nhhOISk9j5z7lxI/R/Gnb8jyL5CRlIeLyE5NCv5dLrpwnmrDtq1emkoKIcQIRrrXuDxrKl2GpNNIIURERFkpaWigZHVAQAlAMZG4uoQGWx6JAZOnQuKGWhpK0vwPfvi3X7vTikIiGZV17P5usj+gBGAwYr47h921JaM2sVG3kYFlrj+gBKCYErE+spu6MmvYYcIT11XTUFmA9Y6AgBLALG37DdXkjDjGw19h3VlG3t1aQAkgYB8mTiHpkVqaKnNIDgx2AYbZavrVPZ0V9rgAkh6po6m+iIwl8UEBJQCD0Uzyd3dTt21y3XArK0toeLGEjCUBQQ8Ag4LpjjRKXmygZOVIezkJCXlUBuUtA5/xHWYa5fubKN9gVQONgYfv3be6WvLmBkwf5q+wljQMz79R3mOrJS9M3kjM3E3dviLS7gh4yEbNV/ErC6i05XFjwORQLmnajqiLuv+jBhQMCUvJGTEN07h/kREAx/+JVJ9FE/9dAo35Xishj9oXS9Tf0neOa9v6WTlWRfu9K3NIDiyDogwY5yaT80QtJUsCvs9rdTnNDeXkrUzCbPQHLgg4xxv25hHYc5W7oZKWt9WXaqbUfLKG/fxm8gqWYwJwdVI7YkAJoIuW32k3/bcmkTHCb2leY9H2pY+u570BpSQK9jVRtzlD7YMtMJ/6jr+OsnsDpk+bRHJqGtj9iJVEkz+gRED511CTM/waqGjXzUzL8N9llhHzEgsLA5cXQggxLtMTVErZgb21ldZWOzu+toLSl1ppbW2ldX8dW+6NJuHbVTQe0KY1VvHQF/RfsJ6aVm2+/vPKDpbpF/fxr9f4+F1Ef2UjNY3N/nWb7di2P8ACfwdNU8TfaWTkbsAAlrHjFfVY7D9exYrHG7Vja6Zuywqiv/AQVY3asR5opOrbw+/IVvzYHpyezc3Y62vYkbuC2HDp8oX11DRry9t3sWbYctE88JQ3nZup+d7w7QohJua2B/NImeOmp6mK3PRUUlNTySypp1t7s26ISyM/e9hTSeTctJyytWZcx+opDty+9urduCSPiicKyVloxHOujaocbeSnnCpa3tbeH5tSyNs0QofAt2RStjYe3u2iviyX9NRUUlPTya2006MdpzG5gMqHh3+HsrKcsuxEtfnLuQ5sJZmkpqaSmppJ6QtdOD2AkkhW6QiBrb9JI2+JguOQP43Dv1kfOyW7gvL0eAyAx9mNvdJ7bKlkltjoOOdBuSOL5bH6Nf1ibjZiANxvt2HbmU+mb/2A3+DubAp8D5I28rVlKo5p6X+hiwptWmpqanBtgIQ8KgtTMBmAD3sC9jGd3MoW+tyAwURKYUWIh9/JUkh6NI14dzf1vt8tsGadiRtnAxeddDdVUajlrdT0XKoOOfAAzIrHuiEt6FuDmLPISzHh/r3dlzdTHyyl/qSWeIZ40jaGCOwtKaHk4SQ1yHjRQcczpb60T8+pwv57F4a4DHIWBQf6glzStB2d4/kj9HgAzCz9dtizA2XdcuYrgKeHo75AxCRN9HcJMtZ7LRPLd2RgdnVRvzlgW6e8J5CFvF27KVyXhPGigzbv75SeS9WBPrUWTJSJlIcLgoJDAPyPG1GiwPNuN/anCn3lR3pOFW0DauDIcLuVgqAmhg5sNW04PIAhkYzHgoPCytoCrLcbADdddZWha7/pdP9Tl1Y7yUTSmmF7qTGTscAEgKe3i0Zf9Z4YTDEGGHLTd8hG2cbAMrRbrWUVZST5WyGOf0opWHeWkZWgAB4cHTZKH9TKsQdLqT/mxAMoCVmUlATn37RteaSYDICL7hf8525qei5lz7TR8+Gfg5YXQggxPtMTVPKJJv6bD3HXTdq/s0ws+/ZTPJqeQIz3rUFMAmsefiBgncgwRC3g8R+sIi4m8NVwNLGWh9jxxHqmNOzh7TQykjdgOtFzH+Shr3h7LDdgWvYQT21aQ4J3UlQMCWvXo0/ZWKMuImQwEH1zHHfevwnbSzWsHxbgA97ax95/6Vdv4KMX8OC2NQEdp0P0gz/mgS+o6ew5e5Ann+sNmCuEmDgF060eun6SS+GzbTi0hwDX8UaKt9rp8wAYSPxKlm69CJptxHC8hvxt/iZkruONFG9vQ303rpC4KB7Du21sXl9F24C6kHugjZqN9b51zInhaxopc+NR+u1s/k4pjZ0OrSmDG8chG4Xfq6LLBWAg/r4CgsMHaWzPt2AEPP12Nq+vwH7c29DERVdDKfnVXer3mRaH7TtGiYvHc6yGwkp/Gk9eGtvv14Zfd3ZSkV+M7ZD32MB13E7F+s3Y+xm5fxq3g849maRvrML+Zp+vGY3reCPFz2nHhhlL2AfJkZgp2JJBvAFwdVH1vcKAfXTjOFRD/tYW38Pv8vGMFDYmJuJjHdi3F9Po+92CfdTbSPGD2RQ/20aPlrdwO2irLKOlX31oVxKTyQhezUe51YTnWBW5j9p8eZMPu2h8bDN2bX1DwlKCzyAzBQ+nqDVFPH3Yt+RSsb/Ll/bugTZsj+ZSdcw1QrP1S522Y+BupPGYelTGRffrzi0vMzl3q/nY/bsj1Efo/JjY76Iz5nstBWNUFzX5pf4mXB920bi5jLZ3tSUSkog3OGnbogYs3Wj5bE8+9Se1dWLnY9UXYkMf0fNyMZnfKcbW2uMrP9wDbVTtaNHKaIX5d+tyaG8Ntk6tBF2SS5HvptRC4TeSUAD3qUZ2HRpjgp9roXtA/dP0t9mEHCR5UTZJtwK4OfOr4OaOgwOd1GSnk19pp/PtwDK0mFpvcDrWMmItqIhbvZ28JUbAQ9/+zeRW2OnyNon8sIvGbfnUHFf3zbQ4MP9aWRyv/lCuN6sobvCfu7gddO6vovDB4qCmekIIIcZnmoNKEOM5ztaMDLZ2aFVzbzLiqsvivh8eRHuJgyHGzIKgtfbzdOlWtvo+L3H6T0ELjCr6S18lIdrD+TNvcPCXBzncNcDgkDrP8PkVPPQ1/RqRopDz1fnqW/OeoxG7ARvmpv+P4z/KIONHb2gPdjEYXfvIuq+Ig+/4Ehaz7s5i/56AdN21j9d++QanBwbVmbPiWPPYFu4MXgWA3uee5OBZ9Xujv/QQP35QCytFP8CPv5mgPjj96QTPlOxDu68RQkSAp7ct9IPFORtHtYcvbjYzuQZQI3Fw5Nm24X1W9Nro8nWK66b71SqG9wzSwnH1qQpuMrNYP9vHQdsuW4j1AXcbu1p71KC2Mo/FAU0w/DUo+mgJs777kI2j7xL6wc7L00PbEyGOcRJ8+4aLzp+V0Rnyy3uw7WoL3/8J0PFEIWUHQgdceL2TM9rQ7krMSL0oheEdIh43Xc+V0hZqH3traFOrs2D+24yI11RwHavHFvY9hI3SAn9gMpiDRm+Tn1nXq6OShRL2t3VgO9qn5itMmAOb9izKxhIL4KGnaXOY/XPTFhBoHWYGpO1YdP38qJr/lPksX6ePmAD35mk16Vycam7Rz524ifwuQcZ3r+X4jS3Eb9CD7YT/7HOftFMV4rduOX7Wvz/6JnDPllL4fJg+fc41cuY99U/D9cNzaFdFHZ0u1JpUWq2sxB8WkGIC3N00ltlDf29IDuqP96l/mhKxLtLPB8t9C9VAqfssnUFNBTuoeLSMljB9WHX8VuvUHQXjPP3cqRLw+/a3UPFMyNKdtmePqvfAynyS13qnG7l+Jo1OKIQQV6BpDyoNDpzm9OAgpy9ogQuc9P/LeXirB+d/a5NmReOtYKM6T3/3aU77PmoV13GZ9RdO/ySLrOIn2Vu7lz078ljX1Kt9TzTxXw7fiG5SlAyS4tRqy2fetOvnRs6fBjj9H4MM/ocLX8qeO8h5eulx/kWbcj3RwQnL+bMB6Xr0NfbVPsnWvAyKDmk35zffyZqQAbcB9pW8xOlBAAMJ3/wxD0THsr7iARIMAOc58fyTHPbujBAiIhy/C9+Bbs/7WrBh9o1M2b2+y0F3yBGV3Jx5X9szj4NTYfoz6XpvDPt4rnvEUZvcL5zRAi8Kt/wv/4Nv2iK1aRkD3TSGXd9Bz7vqfhr+2hS6ttR7Z7GHS+QJst6h7ZvzFC3H9HMDnOukL3QfiGNwBpe238rfhE3dsJLuiVeDMRfOcCRcZ+5A2zltBxUj8/UzJ8XN2RPhGy2Nxv3+R6MHH86dCR9w6HX6Opm/MSAmZ747UX34xsGZV8OtDNDCKe/bMZ1Ln7ZjdK6eo70etcbjPfr+2RRyvq7WmmHgKHUj5ePxmsDvEmRc91ouHKdCh27df3hfK189OH4XJmh2cgz7E5Ib53/5g+rDA/8dVNaptQ0NCVYK784iP9WkBjNf3THuMsn98y6tOaOJxBX6ukoWrIlqYMt18lXCHGlob7l8QaXxHf9kpGm/LzhONYYPvJ/r4Z0LAAZuvMVbuh/l7AfqX8YlBZStHh7QE0IIMTnTHlS6ZD44wWuvB0c4Bn/e66tFE22cmivjmDuNnGF6n/83LW2iuTkuTAcfg6/xD8+eUINYhgQeeP4pVs1TL/rn//U5tuvSWwgxWW4++r/6aX7d58f51DER59+nUz9N7+KfeV8/TeO4OPo+ut/3vgkP5ywfaTVyjDd76zuZMd2gNT2Ky6C5vZ32MJ+ixdrDRowpZG0pz385R9n+eCmY/lrbtz99RLd+dpBuPhpD0Wm8PZmMhwso2llN7d46mg600nq4Duut+iXHLt6oPWzNtlASIt28n+Z0rQ7N7BsjXJvGjest/bQQFDOJ92VR8EgJu/fWUtfQTOuBVto3JKmBuxG4Pzqrn+R38qOQv/v8m7T84nJyJtQCAd73Bg10Ln3ajpWb+l9p59+tS8kJbCI6N4elCQY1yPFmffgH+wmYyO8SaHz3Wi7e940mGI6HP2uBiGHOuUfdHyU2EWt2AQUlu6ndW0fD/lZaW9vJWzhyDnUf2qU1yTORsi2HRAN43m6hsmG0LYbgrqdLq71qSrQGN4G79+tqU0GcdP08XCDXSPzdGeQ9UkT507XU1jep59k+dRS6aTXXhHfMh/i1zcPOG/+nCMtsdTn/tcFB/T934hoCDCaSNzXR3lRH+cNWzCHfKgghhBivqyeoNOjitH5aoIiM7KM31k4jL6HoWFY8uIVde2w07m+mWfs0PvVlX/OB62PidCv5Db7+JPu6zgNguCFa7YD2nYP8wz+8oV9UCCGmUDzGCD0geC5+pJ80SYsxabVER3x4HgMluYDapnaa9paRl5mGdUki8bebMc7SRjTSmnVPhPH6kR94p54bd9gaZgCJZOyso3l/HdU/zCEtPYWk2+MxmxQMswyTOvaRmG/UMtZYAqphXPq0HYcDr3LqQwCF+V/N8dXms3x7qRroutBN8wsTCHJMmRl0r5WQQXl9M8311RStSyMtJYn4283qEPaGsZyfbuxlLfT5lnNypMY24QBeozdAqGsCl/K/1aZkDHRhH3bOKSQ/UkvT4SZqt+WRkW7Fckc88bHGKT3PRjTPGLpW6Ri5D5WR+1g9Xd7+uoxmLJlF1O1vpm5bxvDR4oQQQozL1RNUuhTG3GnkpRF97xbqXrKx6dvLWDAvlphZBgzaJybWFNT5dniDHN6xn9MXvf+f58Q/7yVENwRCCBEh89RRwAD3ea3fEM4zqJVDnlM238hmI37Wlo5pJKXJ8/AXbx9+s0YddD5ouOsgS0qoLUsj3ggMuXCc7KDlhSqKHysmXxsFafgD4ti5PVotm3fbyNWnVchP/jR2bquQVVNJ3hIzShS4nX10HbJj21lM8aPa6FyV3o7Kp0iUYdQH278K89vN7LTV66LuN2o/RoaEpeTMBUjj/kXqqybHb2zTdN6M0Uy511KyqK7KwxKrwJAb59tdtDXZKHus2DdSYYXWkfRILIXLifflIxNLvx1+UINRHejkrBpVCmgCl4b1i0rYGmeWklrK0uPVkQ5dDro7Wqh/qpjix7TRJlfY8Za608Y16GuW2P2M/lwJ/Qka1RK1o/PSnHR1tMZjDrXmUpSC+e48Km36pp5CCCHGQ4JKU8bfqWAkR0iJnFU8/vAyTLOAoUH633iNfbsCO+32dvg9uoTCVSzwdYIYw13Zm6Z2ND0hxPj4bsgVbvyf+pl+STETfnSJKMNf36KfFOxes9b8wsP773gfibr5SBvAwTDHfImaDoXTyftqhc4x7NtSX60mvaxvJavHfaGLqrWZ5D5WQU1DG90nu+n7EMCM8ln9WmP3zkfet/gmwg8of4ksKsSqNb1yNBeSnp1PaaUN+5vddP9eG53rBsOozd8m4uz/q6XLzWas+plBFOL/JvQ5NKPTNgTHM21aUz8zS79tCegE/xIHboaZOfdaSYVWtQmex0HLo+lkbyyl6lk7nSe7fSMV3jhrlBy6pIQCtWduulrVDr+VxTlsDtdH2KhaaPudum1fE7jVycxTAE8fXcNqnGWRlayWru7jVaRn5lJcUUNjazfdJ7XRJucqEwpy+QKrMbeQrJ/pc0voTrV9TSAN3HLbyCXoaNwDbdi25ZK5tpj6U2rvWIa4DDZvmtz3CiHE1UyCSlPF1/dAhEdIiZQH7yEhGsDD6RfXUfDkPl47GtBp97+78XbvPaKUUh5fqT3eXdRuGD63gscfn6KOz4UQ4xfQJ4lyk77DVi8zyfOmvaeMkAyxC8MMZ66y/N089aHG00fPYf/0Nm8P17fOJ206h7oeg+PvjHHfVqcwX6uFFSyFxM+pD6TuniMhRq4ClOXcNkc/cew6f/eO2tH1rHksDuxLZyZY7A0kOuj6aaiRn8CSeNuUBJU6Bryjyo2SLnNzSArz287otA2phVdPqg/cxkQrm5ckYpgBgZthZtC91uLbtPJzoIuakNW1Lcy/daQcaqHk+ymYtFo1u56qoe1tD2Ak+XtlITr2HpuO1lNqMMi0kLQlkHG3PwjXqF/43kTMBgA3Z34dajQ+UJbdFn50xRH4+htTjNymn+m1eqG2fb02zr6r/mX6YtoogfkxcnfTuLmeLm//fDdNTd+qQghxNZCg0hRJ+pZFvei92xXZEVIiRfG+0f0LHtfwXmETvvtlwnTP7Re9gh3fvUsdqc/TyysPbeW1/1RvGmK+8j123Du2BnRCiKl2HIf2XGxadD/WEK+ZlbUF2lDhM4CSRNbO0E0+lIVFFNytPtLoH3Adr3VpTTnMWLeO0JxhThplT5dM+CFtIrp/rb3lH2nfFCvl39ZG1xqBYdaNIZZRsD6m1ZQYjcFAyEZ4+zu12ikKSd8uD5lPQP19cmrKydNPnxYKSqiqsAl55CyZyKPuGPyTdxStkdIlkbyt1vAPu5dF2gbr+vlR9Xyak0xyHDMicKM3I++1PquEPL8TN+SweISgr6WkgBSTGixv+6kdNw5sNUfUWuPGZHJLJljH7VgLp9QvIf6ePBb/r7EE4QwYQtVcVaxsvU8NMI5Xxx8camDVEM/yR0KmEEX3hyv/HNj/XashF2ulZEOo9VXG1WVUPzadpbsQQojLIqgUM28BC5ICP6aAC5oBU+C8+bFj7AtoKllI+6L2TvXf7cPaq88I/S511DaiWfDNTayIVVMtOvYuHthex66Vf2HgHXXRz5ju4oGVC1gwL7BNRjRrtq3nzhiAQU6/+Pe8MtjLvp8eRB1sJIY7v7uFFZf+xxBC0E3DCa0kmm2hoLacrMXaA7hixrqploYNSXAh1Hvp6efxeDAuKaD2iTyssdojhmImObuc2gpt5CFPH23P6B6KztXQ0OlvzlD54m7yVpp9DylKbDIZm6tpqisgWSvzxm1uEQ3t7bS3N1M+niYpxypp6VWD7oa4DCr3lZDh/Q1QMK8soPbFIixKH33aG/lgHfS8p62/MIvKTf6Ri5RYK3lP11G0BFzaW/dQjr/nrXEzn7THUkLUNmihplXtSwejhaIXaylaa/EvNyce68Pl1L24m6wEfVgqg90H1BGYajeEfiyclOMOrUm2ieWlAfkXI5a1JdQ9mYHZ7VL3PdLc9TR2amlntFD0XHVAvlIwJ2dR/mIlGXFu+s6FO4cmk7aXyLl6jmp5FoCBozMncAMz7l7LXxtxOSU7s7B4A0hzLGSU1FG51ozbFSaH+pq9gbO9Gpu3b7TeKuq0Ms2UUkDJkoB1xsxf/pu+uJzbZgEf9tAW6rd8vQeHGvkh6VuVFATm85V5VD9XhAVXyBpMo2o4ogVWDZjTK6gNKMOMi7Mob6jEOseN29dHZzDHngbUpDAQv7aShsDrAwrm5AyKnm6iYVOyblS3PHa/XE1JtpVE3/Lq75K1M4uk2QBuzh6fUT2FCSHEZeWyCCqt3bSLXeWBn4dYcIM284YFPBQ4b9t67tStP+1mSqeRI+l4hcNarSJD7Ao22ey0trZit5XykMUEb/2a32rN2Qy33cVDhbvYtWmtb/XY3H/koS+pD2WD//Ey//ALrbbTW/t48pf96o3zDXeyoWL96DWehBBTzrHHRsuAdk6bLORUNKlDMDfXUbQ6HoOzA9uvx9qT2tTynKzH3g+mRRkU1WvDRzfXUbbOgskAeJx0VG/2P3gF6Cgro7FX633j1iQyNtfR7B2uvb6MvJWJGGeB5wPHxDqb/eo8rV+jMxx5XT9zJG4at9bQ4dR+g7kp5Hl/g/Zm6janET/bRVf1Zrr/W7+uqnFvC31ajZn41UXUNXuPq4iMOxT69pdx5I/6tfzcPz9Ct/ZQZ7q3hCZvuuz0v9V3PLuZmg6nWobPjse6ody3XPvLtRRlWjDPBj50EjSO3d3z1YdV+uj++YQeOUd2sprGY1rAMDD/tjdRviEF88UuaurOTk1QCeiqqPDlK+YkBuSrZurKcrDcCn37y2h6X7+m34TT9pJxU+8dPSxMp86X1Ay71+qubqRLC3qYluRQ/rL3ty0nL8WM+1gN9X8IlUNTKPuB2uwNZwc1TwU37+yotGvnrYmU/KKQtaBG42jp1mqdGTGOOEpeI7UHtOCnEk9aYD7fnEHi7D7s27XaU+PWwo6fq/1E6cuwpoocLCYPPU2NnAmVRAB0ULa9kR5vGRZ4fWhvpq4sD+sdRgx4cA4El+7Xz0kkZV0R1b7l1d8lZ4lJXb7Dxo4DQasIIYQYh8siqHR5mTmdRo6sl32PbeelowOcD7yAXzzPwNF9bP3hKzguhOlV6Qvr2fL1OLW22OBpXt75mlbrSTVQ9yNeeUt7cJq3ii3fC9VWQQgxvbqoKSil/k0HrsA3wRddON6spzS/grZLMVR0SB9hy8um4kDf8H09ZqfiO9lUHApXuPZQX5BN8U/b6HG68QQek0cdkclemUvmxokN051xu9rAyd13fPwjYLnbqMjOpuJAD84LAQXvkBvn253Ub86lNOxxAb028otqaHvbFXRcbmcPLRXZ5D8Tuq8hH7ed4q02/7DaAEMeXBe0XsTVhWiryCa7wk7XORfevnV9yw500/ZMKZkPlgUdv3lRvFrrZuBM6P6eJs1N27Zcyl7uxhGYdh41/xbnlk5x/tXy1fOdOAJrmwx5cJ3rwq6lv68j5ouDBKaqamJpe0kdqOfou4D7DEeGdep8Kc3Aey13G6W5ZTSedOAOyqIOOp8vJndbG/9f4PKalLJ8ko0AbroaqocHe9x2drzaowZ6brVS8sMJhJXO1dPV7/2nj64RgnA9z+SzeU8bfUH53I3z9y1UfCcfW8j+osbGvb+Y3IqW4LJ5yKOVYbkUvvCRbg2d3noKs4upOaQrQwHPBSd9x+xU5WSS/2zg8R2l7VA3Dpcn9PWgIpvsitD9RwkhhBiba8xm86f6iQAmkwmnc2zvIgyGibSuvjx5gu4CQ5hbQN2+NMy46NyWSVmo6sVjdKnTNTo2AdPFXvpHePMdSaOmrRBXgPGUrWKmSaKkYTcpJjfde9IpljfbPlk1reQkGHAcyCV3T/gH1itdnq2djDig305qnk0/e8pcdeVKBO+1hBBCCDG6ke41pKZShFm+vVTtNHLG9T0wfoMD0xdQEkKIGU9JJt4EuM/SKQGlAFZtZDoH3S1Xb0AJMoj/nPqX+6OrOR2m3pV0ryWEEEJc7iSoFFFp3L/IODP7HhBCCDE5K9Rh7d1/6GSkcZOuOnMTuW02MNBNS4h+rq4WSvZS5s8C8ODoadPPFhEj91pCCCHETCJBpYhqoTg9ldTU+yicUX0PCCGEmKzkL96GAQ9nj0tIKYjWebnzdy1X7wN+Qh6V39KGWr/QTXODfgEROXKvJYQQQswk0qfSOE1nvz9XU7oyzWkrxKUynrJVCDEz5O1tZiln6DrSxpHjp+jROjtXYpOxfjOTjJREjAYAF12Vo3S4PgWkXBFCCCHEVBrpXkOCSuM0nYGPqyldmea0FeJSGU/ZKoSYGXwdcI9kyE3PyyUUvjDKKHxTQMoVIYQQQkylke41ItL87dNPQ8alrjjTfZzTvb1L6Wo6ViGEEJeXxmdqaDnWh/OCbljyIY9vKPOK7PRLElASQgghhLiUIlJT6dprr+W6667TT77ifPzxx3zyySf6yVPmaklXLkHaCnGpjKdsFUKIsZByRQghhBBTaaR7jYjUVPrkk08YGgp8dXflGRoamvagx9WQrlyitBVCCCGEEEIIIcTkRCSohBYY+Pjjj6+4ZkyffvopH3/88SUL7lyp6coMSFshhBBCCCGEEEJMXESavwkhhBgbKVuFEJEm5YoQQgghptJI9xoRq6kkhBBCCCGEEEIIIa4eElQSQgghhBBCCCGEEOMmQSUhhBBCCCGEEEIIMW4j9qkkhBBCCCGEEEIIIa5u4fpUGjGoFG4lIYQQEyNlqxAi0qRcEUIIIcRUGuleQ5q/CSGEEEIIIYQQQohxk6CSEEIIIYQQQgghhBg3CSoJIYQQQgghhBBCiHGToJIQQgghhBBCCCGEGDcJKgkhhBBCCCGEEEKIcZOgkhBCCCGEEEIIIYQYNwkqCSGEEEIIIYQQQohxu8ZsNn+qnwhgMplwOp36ySO69tpriYqK4pprrtHPEiKsTz/9lKGhIT755BP9rGkjeVeM10Tz7UTKViGEGImUK0IIIYSYSiPda0SsplJUVBTXXXedPJSLcbvmmmu47rrriIqK0s+aFpJ3xURc6nwrhBBCCCGEEJdaRIJK3loeQkxGVFQU114bkSw5ZpJ3xWRdinwrhBBCCCGEEDNBRJ6E5KFcRMp056Xp3p64Mkk+EkIIIYQQQlyNIhJUkmZDIlKmOy9N9/bElUnykRBCCCGEEOJqFJGgkhBCCCGEuPrk2dppb2+n3ZannyVmug216m/XXstV++tNdRrcW05zezvt7c2U36ufV0LDgXbaDzdRpp835cxkVTbT3t5Oc00eZv1sIYQYBwkqiSuOeVOdeoPwchkW/UwhhBBChKBgXplFyRN1NB1o1R60Az4HWmltqqP84ST9ikKICUj534sxzQKijCz83yn62VPMytKFCgBKQhJW/WwhhBgHCSqJK4yF3L9T37c4/k8dXfrZQgghhAiiLMyi/MUm6jbnkLLIjHGWQb8IzDJgMJqZHxujnyOEmICO35zCNQQMuTj1mw797CnWRnevGwB3bzdt+tlCCDEOl2lQKZoFmaVU7dnFpq8l6GeKq9nq+1k4B/D0cPR5h36uEJevxRlqDYLWKaqiP1Ezdb+EEGOSmLmbuidysNyqBZJcDroO1VP1WDHF3s9OG/ZDXfQMuPAM6b9BDGcho2Q3dU2t1G7QzxPTZqZfn14vI3NFKqkrMil7XT9zqjmwFaSTmppKeoGN4XfMZqyPlFPb0ExT2XTXohJCXG4uz6DS1x7n8XV3kTBvASu+X8yWiNfEXk9NayutIT727cv0C1/Vlm23a2ljZ8clv+Yo5Hx1Pgrg6TlKvfoC5uryvZpheXbm/D4zy/qfetOmhvX6mTPRouVqDYIQFQguqZm6X0KIUSkryyl7OAljFOBx0vV8MemZuZRWNtJ2sptu7+dNO7bKUgpzMsksm+4aFZejhSxPScIsBeOlJdenSYgn+R4L8SYFgwxwK4QYxeUZVLpZIdr3z/VES03sCPEH0y7L4NncHJYmGAA3Z9606+eKK5kvmCbBMyGEGJO5eVQWWjACePqwF2VT+nI3V+P7GCGEEEJM3OUZVPrng7zxngeAwbOHeSXiL83283TpVrZ6Py+cZlC/iJhxzGlJ6ugVH57i1QP6uVeJXzztz7elW3mpW3KuEEKI4dI2WIk3ALjpqt6MrVe/hBBCCCHE6K4xm82f6icCmEwmnE6nfnJIBsMVXq80ZQf2zXcSDQx2PUnGjjf0S1wh1lPTuoa4cRznsu12tliigUFOVGawPQIBPo9HDRiOj4Wyl8tJngOOA7nk7hneOjyUKz3vTsXvMyN9r4bWb8SN6zjX/7SVNZ8H6Oe1+wrYp19gnMaab8dTtkIK5ftLsMzWTw/Qbyc1z6abaCTl4SKyUwOaXwx5cH/Yx5G6Mmo6XAHLWihpKCfFBLi7sWUXYx9WVUEho7KBvIWKWqNhYxPmqonslxBiKoyvXAGUHKqbskg0gKe3kcyC+gnXUMqztZMR5z/nlYVZbH4kjcWxRrXZTNiyJ5ARy9oc7l9lYf7NRnyXZo8b59tHqCuvoeND3SoB5aP7WAXp25xkbNtMRrJZbc73tp3Ujf4ySIm1kvVwGksTzZhm+6/9HpeD47+ooXKUWlpKrJWcRzJYmmgK6sjc43Jw5v/YqXmqjfidzZQsUUfUCq0Pe2o+wSWjQlJ6Hjn3LyV+jr+p0Yj7dW85zY9ZUHDT9UQ6pf9PBmVFGSTPNQLQ15RK/rP6lULYUEv72vgw++U1nuuJRv+9ShJZPyggbYm/KdqIx+djxJJdSN7XF2OabfDnp/fO0PL8Duo7s6htzyAe6NufSv4zjP+6OZZ9veCk7zd1lO3pIMTRjkz/WwX2nTTSPP1+zUmhoDSX5QkmlChgyI2zN/jcCHXuuQaO0/LTShpPDU9l/bkLgdsNZ/i+GlPyKPrWcpI+F3juenC9103bs6XUH/cvK4S4fI10r3F51lQSQk866BZCpVgpaWigJNMS3J9HlAHFlEhaSQMNJVb8jz1dVLzYqd4oK0mkFVr863jdu5mMhQrgoa+5Ats5/QJCiMtKepJWS8lDX9fEA0p6ieuqaajMIXmu9lBLYNlTS/nKUAGXNMr3N1G+wUpSbMBDKYBBwXRHGiV1teTNDZg+zF9h3VlG3t1aQAkgoB+YpEfqaKovImNJfFBACcBgNJP83d3UbQvXdloh+Yfq+mkhRsYzGM0k3ZXMSI/h4SWSU9PA7kesJOr6rvHuV0NNDomBq+hFWSnfkecLKKnTAheYhHFfT0JIyKG6YTc5dwf3beRL951h1leSKdrXQPm6ZMxGLaCEtu3YJLLK6ihfGeEXg+H2dbaJxNUl1Ibb16mWkEftiyWk3aEFlACitHPjZ+VYFa3D/RDnnnFuMjlP1FKyJOD7IkbBWtJAQ0kGlrn6c9eAca4Fy6KAaUKIK9b01FTy1fQZ5MTP9uH55ibuugm46OSN2gIOmH7M45kJxEQB53t5ZWcRL70V+AX+GjTD/OkETz6wndB1avzrnf/Xch7uWMA/fv+rxMV4Xz0MMtC9n72Vr3B6pFZCE6ypFP2lB3j0u19l4W0mor1JNOik/99/xb7q0Nv01Z44/1vKH36DBRUb+ernY3xvHAbfO83+nz3JK/8RYmUg4Wub2Pite/zHODTIwL/tZ2+lkzXPb+HOG4D/fI37HtHqZfhqeIxN/y/uo+A5///BNWH+ntOWR1lricWXxOf7+dVzf8/eN877VxrFWGt8+Cnk1DSRlWDAfbKG9Mda9AuENWre9aXPAAd/dIKEbWuIiwb+1MsrZX/PB19/ivVLY4mOgsGBN9j3wyc5HPjTRG/EZl9FbMAkz8XzfPDWcQ7/4iVe+7dQ6RLNiu3PssmidhbmPFREbrWuXYJlC3Xbl2ECOH+CPQ9vD96uZqI1lWKWbWTLg3eR8Dkt7wGe8wP0/uvLPPmzNxi+15M916K5a93jPLQygdgbfJmH/tef4+9/Fs+PQ9Sg89c0GovhtZGCaiplvIKh7Lvc8wUT0WM81/TGmm/HU7YG0b+11M8HIJE8WyUZcQYYctGzv57Kf2rD4dbesm/NI+12NTjU80ImhQ3eR0kFa0UDRYu9NZHyAwJHiRS9WI31VvCca2Hz+hp6/Bsc434JIabSeMuVFF+NGgct6bnUTCKq5Kvt8K4T560mjO920fizKhqPu0AxY/1uCXmr49WH8QtdVKwtJfhSlKfWNrnopPtAI/VtR+kZcKvr5pdRsNKMAUJc3wNqKvX3QZwZ16EaymrVMi+Q93jdb7fR+M8tHHmzDxdgXJzF1s05JBlR02J9LjW6oHnihloq18ZjALjQR8vzlTS2quszJx7rN/LIWDJIQ05ZwHFpxxRUg0ZPwbqzjqIlRsCDo6Me23N2uj4E5ljIKiwga4kJA+DsKCW7osu/akANl75+iI910VZdhu2QY3wBwhHL74leTwK/14nzXRMmo4OOF2zU7u/ChYJ5ZR5l37dingXgpGNbNhXHAjaNQlZNEzkJ6v2A6/d26qsaaRtwa7Xa8slbl4I5yoPHYMAQLp1HPD7NsH110vXPNVQ1ePc1h5L8NOIVQtbSGdVItZFGmufbLzcul4Li6aKxcpda42iOhazHishZqAYS3b3dOOOSiB9y0PYzLR/oz72BFnJzaoJGeQtZU8lHXxMwxA3k6t00b0pCAVyn6ql6olHNvyiYk61k3J+BqSeT4rHUmhNCzHgj3WtMc02laOK/+ZAaUAKYZWLZt5/i0XQtoAQQk8Cahx8IWCcyDFELePwHq/wPuQCGaGItD7HjifUkBC4cAQn37+LZf3yIu+YFBJQAok3ELX2IXc+UssLf2/hwUQYWlDzKqnn+h3qiDETH3slDP/5H1n9BtzyQ8L0adn1/RfAxRqnH+HjJiO+5IsKw/FHWL/UHlAAMMXGs2vJTdtw70sFOkq+DbhenmsceUBofI3dtXqUGlABuSGDNpqf45jI1oAQQHbuMb35/QeBKYLlZ7QQ1gGFWDLFJK1j/40YaH18R0Om81yCHK1/ihBa5Ma0sZlPQ730nW/K1gBLn+e3zoQNKExPNXYU26resYkFsQN4DDDGxLPjaFur3jHy+jP9cU4NopZkL/AElAEMMcV/bwj9+f3gKRVpcyaOsmq8FlBj9XJupzJs2qw8AuOj6SS6Fz/ofrtwDbdRsLKHlnAcwkLg8R+2DTJ1LW4WdHg9giMf6SIbvbaySnc/yWwGcHKnSBZSEEJeleTdqZ/iF9zkzrijECG41Yey3s/k7pWpACcDtoG1PPtXHtI3Mns/ye4PWAuCj3kaKH8ym+Nk2NaCEtm5lGS39asBeSUwmI3g1HyUuHs+xGgorhweUQP2uzj2ZpG+swq4FlABcxxspfq5LC8SYsazxl4oALCmhRAsoefrtFK7Np8YbUAL4sI+2Z4vJDQoojdHq7eRpAaW+/ZvJrdACSgAfdtG4LZ+a4+qemRbfT1rQyl4K8XEeuqoLqRpvQGkUE7+eBDJhmtOHfUsuFfu7tHRz4zhURW61N91NLFyRHLza6u1keANKx6rIfdSmBZRQ92d/Bblb7PShBpQiw7uv2ZQ2BO5rDfk/8+6rwvz/Ha5G21RRMEZ1UZNf6m/C9mEXjZvLaHtXWyIhiXiDk7Ytuf58oJ179Se1dWLnY41wNSvrknnqvcKHnVRt9gaUUNOt007VoxJQEuJqMc1BJYjxHGdrRgZbO7Qo101GXHVZ3PfDgwxoL/oNMWaCH811HWeXvsTpPwUtMKroL32VhGgP58+8wcFfHuRw1wCDQ+o8w+dX8NDX9GtMwm3r2Zi9gBjUmkL9b7zEntKtbK1+iTfOak//N93F+pJVuhUD3LCAr86PxvPHXt745UEOvn6CAe8xG+JY8W3durdt5NFvxGkXVw/O7tfUbe7ax+Gzg0TP/yoLbgheBfQdOx9mQJs82P1SUIfP3s/Tv9Ct7/MZ4uNuZvDsG7xUvZWtpXt47Yy3PksMd97/naDaOpFk+fZS9Wbm3S7qgt50RVI0hvdeIuu+LF46o2ZUwy3wbz/KIOMnJ3wduRtNupBJ1z7+PiD99vz8IIe7+jl/UZ0d85UN/PjBEEGTwcNsf/63Wo0gEyse28Kd2qw7t2xg2c0AHgZ++Q+Uj/tOdgQpW3h0Zayajy46Of0v+ygv3Ur5cwc5/YF23PPW8Oj3w/+a4z7XvvY467VaWQwN0v+6us2t1a9x+j0PsffeEzLv7N8TkDdf9+VcTr8wPN9uLX2a/br1/UzEx30GZ/dB9u1Sz5k33vEWRiHOtRnLQu7fqbf17mO1lB4K9XjRQ03bGTwAsRYyApuTuBupbO7DAygL0yhcAigZbL8/UX1T3lpBlXTkK8SVIVLNo4K4OP6CLWTguaP5OOpdn8KNw9qJ2SgtqKc7VJGFg8bfafeLs64f9pLGx9ND2xNtYYMqHU8UUnYgTG84r3dy5oL6pxITvHNp6YvVFzieHhqLQh/bxCjkfHU+CuDpb6HimVDf7Kbt2aNquinzSV6rn6/y9LaxK2R5PxmTvJ4EcB2rD90J/Ouvclz7aY23zA+alaWlDR92UrUtzO/aa6PicGS7OxjLvip/M08/d8o5fmOjbVgi9GA74T9+90l7yGt0y/Gz6m+ECXOEm8AZr49cSE8IcXmb9qDS4MBpTg8OcvqC9zHcSf+/nIe3enD+tzZpVrQakPE5T3/3aU77Pk6tgByHWX/h9E+yyCp+kr21e9mzI491Tb3a90QT/+Vl+jUmbNm6FcQZUJscVa+j4MlXONx9mtOHXuHJTet46S1tq/Pv4aEQ8QSVgb/8xx6yHiriydq97P3JdvK++wq92oFHx91J4B4v+OaXfQ/ezjfKyS3dp27z6Gvs2bSOfW/9JfTbnD/2B6TroD9dPc6A6f5P/x+DV/cz8Jk/HuSHm57klUOnOd19mH3FP+Kg91k/NoEVujUiw4I1Ub3NdPy7Pahab6Q5+1/jPOdxuv+iTvhvJz3/Mcjg6wPazTIYDLrXQIMD9Aak3+GX97JnRwFZD+3TmoEZSFgWJuDWUc4/HNK++eZlbNhyJ6SU8ugytY6S5z8P8nRtiDuICYtm/Rq1mSeeAQ6W5rL1Z6/x2+7T/PYXe9maU84bH6hLxloe8gW5hhnnufbA8gSttpaH3n9aR8FP1G2ePrSPreu3cviPod9Enj8bkDfd/hLB88fh+fZ0d3+IJnte0dD7NLmle3ntqHrOPLnB+/sMP9dmrEXLiZ8D4ObMb0aINB52+B7ujLpaWI5nq2k75wFMJH8ri+TCNJIUwNlBzVOhHnqEEELj6qE93Iudk+/g0opp0+fGV9PD/f5H/ofiELWcAHjvbIgBBsbqDC5t3eCAgZXFapsn3CebaZzw94eSRpJ6o4jjVGP4e5dzPbxzAcDAjbeErmbi/IM9dNBlMiJwPVG56PlNQLO9IN28c17LFDeZ8eeKDBbOVdPG3fcbwq0N4Ojs891/Td5E9nU6uHCcCp1D3H94X/vtPTh+F6am/kmnVusqVEB3co72aak/ZzEF29LCB32FEFe8aQ8qXTIfnOC114PbCA3+vNdXMyfaGKmSdgGL52qRovc62afbJgzyysHTas0Wg5m4r+hm+zg58YvDvhowAAy+RO//o/19gzGoU8g7zWqgAfr515+dCJgDMMhrv+oJ/q6I89D/232+9FQN0POerw4PNy8NmhkZl2sH3YOv8Uavt9ZabNgATW/1bg5qtWZMy7Zg33CXGnD19HNw9z4iGVKC1ST8D/Uvz1uH2RvUrxnACX72r/3qnzeZuTNcQHRc59oyEj6nhYz+dJoDL+tzaS/7urRtThknJ36p7yftIP1aAE1/rs1Yc2O0GzoFy2PttLeH+TSnac0UFG78n7rvoIeaqiM4AUNCDmUpJsBF54sVI97YCyEuL25vH3CzrucW/cyJOv8+nfppPu/zZ62GbliKmcT7sih4pITde2upa2im9UAr7RuSQr5YCOT5L+eYAivG25PJeLiAop3V1O6to+lAK62H67Deql8SUOK5RRtBzDkwQmBlIuaafB1Bx69tHl5O+z5FvlHMjDcvDvoKlYeP3h/LkY9TRK4nAC7ef1M/ze/9/wrxilgxceMs9c9R0/3kR2P63cdmAvs6LUbeL5WHP3vvWfTOuSOYRsEcz9vp/BDAgOnuApoON1G3Mw9rbOgAqBDiynX1BJUGXZzWTwsUsargCdysVbMaHDitC7JoOrw1W6IxhqkuDIO4uvXTwrnLt03+5KJP/1xO4Danyl9wh7ugAWDA8Bn9tMnyVx93/+4I9VN11ZykmC+vYeP2Kmz1dpr3N6ufV+r4ZpyWILOUEd7u9LJ3z0HULiWiiY5GrQH3sx+x7x39spOUZPb1hzXQ/5p+LgCD/S4tOGnk5hCDhMF4z7V4jN5mmX8cCNnhvn+bU2U859oM9jfXj/rgNSa9VdR2+puJeE7ZKRtPp6RCiBmv533tHDeYSQxX+2faJJKxs47m/XVU/zCHtPQUkm6Px2xSMMwygNZ8eiSeix/pJwVRkguobWqnaW8ZeZlpWJckEn+7OpKbOhCKfg1giUm7Nrv56P/qZ07SPGOERhHz4BlndxBjEqnryURMZbqLyHK3Ufa9YuqPOXAPAVFGzEsyKKpvpnlfGRnDO9EUQlyhrp6g0rRRfENqRlu20NraGuITZiS7CfuMv0PlMA/mV6Rp6aB7MhJ4aLedxh+vZ5UlgdibozHMMqifG0yYAjuyHslb+9j7ZkBI8D8P8/SwGnAREBPN9dqfcd/Q51nto42COBUGP+zTTxLj8WeP1kTESdv6VFJTR/8MGykHQMkic7E/zGlItFIgN4ZCXFG6f+dtNqMw7+/CvSGYDgpZNZXkLTGjRIHb2UfXITu2ncUUP5pLemoqqZXeTpInaEkJtWVpxBuBIReOkx20vFBF8WPF5D+oloV23YhvAHj+opWpBgyh+qScDNegr9lS9zPDy+ZQn5Cjb02VSF1PJmu0F75K6ObxYhq5u2nclkv62lyqmrpwaPFqZW4yeVW15Mn9gxBXBQkqRZwL92hVvKdSzM3cpZ92hfJ10D1wdAo76J642O8/ygPztd6C3jvN4Z/vCeo8+hWtw+9RRa/hoa94mzcCn1/Blm9MQWin38Wf9dOmUeSaoF6lBlzaQ4oR0yL9zLFSyNqVRaIBPP1tdLyr1mSwFuSFGdlHCHFZOvAqp7SRmoxLcsgLW2t6ii0qxJpgUPuEaS4kPTuf0kob9je76f69NorVDZMLHGR9K1ntbPtCF1VrM8l9rIKahja6T3bT9yGAGeWz+rWAN9/X+qIxcMv/StLPnRxfsy0Dt9w2A0vXiFxPJuh1fz9NtyWOkjbJ3lpN4pJzO2h7tpTczHSKn+9Wzx1DPBlbCuT+QYirgASVIu4ETm+PwIOn2Xvffdw3wqfgOd3qE/IGA94OtKONoTt9TonVhqAfm8/MmumX6TTuX6QOxdvzZn34Ti4vmQU8+GXtl3jvMFvXb2XPy4eDOo/+4KLW4feIYllf8RAL1N6zUbvBiGbBd/6R9bfpl52kdwb4wBsQHThIXoj86v9ksD0iL037cHmr7t9g1I36qIqOM46jdtRnMGj9T1x13jzDOxcBDMxbHHrw6dEo2RVkJRgAJ0eerqKioRMXYLg9jZKH5bZQiCtHF3W/UUd7xBBP2tYCtVP+6bbYrN2bOOj6aejBACyJt00iqJRCotZvn7vnSIgRtABlObfN0U8EaOOM1oeB6YtpRLY+VxtnteHgTV/09ks0g0TgejJxZ3BqtV1GS5u0e7RR4sQM4qb75WLqj2sn2w2my6NfSiHEpEhQaSwCanBEfy4xdNDGZ4A33tKaKkUv4MEfr9KNZDc1Tji0bRoS+Gqhvq5pNGu+mjiGB3O3FrQAQ9ydrBl9hUsneznzFeDiGY6+EOou8VKLIVrraJL/HhzeoXb0GpYljJ7ACd/bwqp56g2x841ysn52Qh3FzBDHquL16H9pvf7zvpyLKWHknAuvcfo/tQwQ+1W25C8YQ56ZrDfofU/b5s138sCwGlgJrLeMobGo21tV30C8Zc007PelpKCErFVgp7NHa9CyKIvyleFutRWSvltN+cP6yVlUfCsRA+DqrFOHJn69Evspt5qu6ZvJCveVMMJ+CSFmIscz1bSoHfZhiEujvLaMtJDBFS+FpAfLqX5sKsa+UlBCXdAS8shZEpmXXIZZN4YIQChYH7OSGDJq5aD+SI96bZmTTNFOa4j1R6fMChUWcWD/d+11WKyVkg2J+gV8jKvLpijNRzLJ68mkdNL2Oy2qNELaKCvLyVoUbr/05Po0GYZZN+onCSFEkMsiqBQzbwELkgI/poC3VgZMgfPmx0b+gfKd0wx4a1PEruKpfbvYkr+Rjfmb2LHbRuPuh4IWP/3MP3NCq60U8+WNNL5iY8cPHmCFdx+XrmF9/iY2PRiqXsbEnP7laV9H3KaVu6grX69ub+kaNu15gfVxjKGz4wP+oEL0Ata/1EjN9k1szN/IxvyNbCmvoWbzKv1Kl4BCjiUeA+Du6cSunz0jnPDXHvv8Pex68E4tuBhD3MqN1Dy/nvg/Dvg6vY7LXcNdSQnEBmbeL2yi+Btxal5/7zC7nzzB4OtP8lKXmrkMn1/Fo/mh7sL9Bn7v3QbEfu0p6sq3qL/nD3ZQZWukal3w8q887+0U3EDc13fR+FIVW3LXcJc37658gI35W1j/teD1JuPA0V5tH6NZkPsCNT/QtrdyPbv27eKe2YNawGgEvzyt7TdEf2k9jS/VsOMHar7dmL+FXXtq2BLBfb4k+rzNJUwsfSQrZK2Clmfa6PMAGLH8oIHazRlYfA+JRuLvy6N8XwO7H0zkxqC+KvzN3nB3Y6/0VkNzY/+p9p2GRLJ2ZQ1/qBrDfgkhZqIebEU12uhNYDAlU/ByK017yylYm0zSoiTtYyWrZDd1Tc3s/q4FcyTP8ePepk4mlpeWk+Xrz82IZW0JdU9mYHa7Rr8GhNVBj/biwrAwi8pNVt/+K7FW8p6uo2gJuC4Er+Xlbqj1Bd6MS4po2FtERrLZVw4qsYlYH95NXX2Zbpj5s3ykfafprgKyFg5PNMeeBtQxEQzEr62k4YnAUbMUzMkZFD3dRMOm5Mim+RhN/HoyeV0/aaFHuxeJX1tJXUnAtufEY91US8MPLCj9fSMPQiPXp0k4jkO7jzUkplGSMjy4m1fZRHVJFtY7/OcEGLFkl/vyvLvvOBGp2C6EmNEui6DS2k272FUe+HmIBd5OE29YwEOB87atDzs8+8S9wSv/6r9sRX9uAcu+vopVX1/BnfNjiYmNY1ng4oOH2b7zFXp9zXpiufPeh9jk3cet61nz9RXcs2AMNTDG6q097P5Fv6+2hilpjbq9retZMS8a54lTI194ARjkpWe9QQVgVgxxlhWs+voqVn19FcuS4oj7QtwoNbWmwYzvoBtgkJdbtFpFxLDg2ztobG2ltbWRmsJVxN3g5MSv+rUacDEsuH89peU/Zr2vfv0ySret0JoFODlcuUer7TTI4R3P8Vu1uhKxX3+c0pFeYHa8Qud73n+iMSUtU3/Pe+8kITYG821BORfe2sePfvYGTq0ZnOGmBJbdv55Sb94tfIhVX1/GV+IilwsGf/EP7NMCZURFE3evtr3CNSz4HPSf6GHUhoKDL7HvX7z5Hww3xXHnvWq+XfX1ZSyYF8cXIrjPl8TrjRzVmksoC3PY3awN6WzL8y9zzsbm6g6cHiBKIX5lHuUve4d/bqL2hxlY5iow5MIZ0C+6+eFKrdmbh55Xd2APrPx3zkZ1u1p6GBIy2L5Wd1c+lv0SQsxM3tGbTnpHfDRgvN1C2oYydj+xW/sUkZOShFnr6PrMqQgOqnCymsZjWs9FJgs5FU2+8qp8Qwrmi13U1J2dRFAJGve2aMERhfjVRdRpZVRzfREZdyj07S/jiPcl0DA92IoqaDun7oFyu5W8sjqa273fUU1RZhLmG/TD23bQ+Fvtrmt2EjmVzdpx1eIvGTso296IWiHIgGmROmqWulwzdWV5WO8wYsCDcyCCaT5WE7yeRIS7kRLvtjFgTgnY9su1FK2OR3F1UlPUPXIn7nJ9mgQ3jb/S0tdgIqXEe242U+4dMfJ6I4kpORQ97T8n2tubKF9nwWQAj7MD286Zep8uhIikyyKoNBP0VhdQ/stenLrqPp6L5xk498Hwh963XqLogSyefPUE/R8M4tEPV3vRw1+GQta3nrDe537E9hd+y8D5gNsvz3kGju5j95Mf+Ce5/cOFD/PWPgrWP8nB7gHOX9Tdxg158PBXI7Zvnw4zvYNur8HXt/PIkwfp/SAg0wx5GPygl4P/UMCTv3CFqT0WzYrt3+Murd2k89Bu9rwVOP8Nyqvf0IKEMdz13R2sCFs9r5c9m8o5eMbJYGAeHPLgOT9A3wfDci6Drz9J7kNb2fv6aQbOe4blXc9FD3+JGv7GauIGObzjEZ78l16cfwrIc4NOen+5m7//N/+kP5/v9/+j0/tcATlPHuT0wHlfM06fix747KXOuZPVQ9X3y2h52+X/TYY8uP8r+JbafaiC7O9UYD/mwKU7hz0uB92HbJRmZ1L2ujZxbh4l6WrNP8+5Nmobht+i9zxVQ4cTtanDt7eTERRXGtt+CSFmKHc3jY9lkp5Thf1YH84LunJ/yKOOynaghuK1mZTuj2Qvhm7atuVS9nI3jguB9y4uHG/WU5xbSpv+/mm8em3kF9XQFlhGAW5nDy0V2eQ/E7ovJx93J1XrMyn+aRs9Tndw2lx043y7C/vPqobVxuh5Kp+y5j5cgYd14c/BQZDeegqzi6k51IMz8PgBzwUnfcfsVOVkkv9sJNN87MZ9PYkg77Zbfu/EHbhpt5OeQzUUf6+MtpsUrYaMB0/IkUbk+jQZ7v3FlDzbhSMwuS66cGmPEUcPttE94Aq+5/KWF00VZGdXhO7HTAhxxbnGbDZ/qp8IYDKZcDpHr9sCYDBENjgipsBtm6h7Rq35Mtj1JBk73tAvMWN4hkUEAqWxu7mAJMVDT0MmhZPsT+nS5t0Y4uYrOM/4m6iJEL6xi+bvLcAA9P8iUp3bR97I+dZvPGWrEEKMhZQr4qp0bznNj1lQcNP1RDqlUxDcEkIIoRrpXkNqKl0lYlcl+kZ/cw7M3IDSaJR1Wgfd7jMcmWRA6dI7T78ElEa16stqLRo4jzOoxpYQQgghrlbmL96m1VRy4ZzBNdeFEOJKJ0Glq0D0lzay5V5vfzID9B7RLXDZMJNztzY61clXkVbaV76Yr+3gwSStbd+gg9NH9UsIIYQQ4upjIftvtdelzj46L/f3jEIIcRmT5m9XjFhWrFtN3GcBPsPNcfEYDWC4wUTszf4Od87/65Nk/cPMrqk01mZEkSB5dya4kzX5d2o16RRiE2JRAMNNscTGeH8fD/2vFlBQNxC05kwy1nw7nrJVCCHGQsoVcXVRsO6so2iJEfDQtz+f/GcuTb9TQghxtRjpXkOCSleMZex4ZQt3ekfFC2HwzCv8ffFL2ihiM9dYH84jQfLuTLCemtY1hB8L0YPzjWcoePLwjG4qONZ8O56yVQghxkLKFXFFubeMpu+ZeefUEToOd9F1sg+1b2gj8fdlkLPGqo48B3j67WzOszFKd+tCCCEmaaR7jYgElT7zmc9wzTXX6CeLaaULKl30qEPw/vcHDJzr4de/eInX/k0btn0G+/TTT/nLX4aPSDZVJO/OBMFBJY82wsxf/vQBjnMn+FXdyxwemMnhpPHl2/GUrUIIMRZSrogriq8D7pF53u2g5vsywpgQQkyHke41IhJUuvbaa7nuuuv0k4UYt48//phPPvlEP3nKSN4VkTCefDueslUIIcZCyhVxZTGSkp2PdflC5t9kxDArYNZFD64/nqGr5Z+wNXcj8SQhhJgeI91rRCSoBBAVFUVUVJR+shBjNjQ0xNDQkH7ylJO8KyZjvPl2vGWrEEKMRsoVIYQQQkylke41Ijb629DQEB9//DGffhoyRiVEWJ9++ikff/zxuB7MI0nyrpiIS51vhRBCCCGEEOJSi1hNJSGEEKOTslUIEWlSrgghhBBiKo10rxGxmkpCCCGEEEIIIYQQ4uohQSUhhBBCCCGEEEIIMW4SVBJCCCGEEEIIIYQQ4zZin0pCCCGEEEIIIYQQ4uoWrk+lEYNK4VYSQggxMVK2CiEiTcoVIYQQQkylke41pPmbEEIIIYQQQgghhBg3CSoJIYQQQgghhBBCiHGToJIQQgghhBBCCCGEGDcJKgkhhBBCCCGEEEKIcZOgkhBCCCGEEEIIIYQYNwkqCSGEEEIIIYQQQohxk6CSEEIIIYQQQgghhBg3CSoJIYQQQgghhBBCiHG7xmw2f6qfCGAymXA6nfrJI7r22muJiorimmuu0c+6Kn366acMDQ3xySef6GcJIa5SEylbhRBiJFKuCCGEEGIqjXSvEbGaSlFRUVx33XUSUApwzTXXcN111xEVFaWfJYQQQgghhBBCCHFZi0hQyVtDSYQWFRXFtddGJKmFEEIIIYQQQgghZoSIRDokoDQ6SSMhhBBCCCGEEEJcSSISVJImb6OTNBJCiJGkUL6/nfb2dpp3puhnCiGEEEIIIWagiASVhBBCCCHEZWRDLe3t7bS315KnnyeEEEIIMUYSVBJCCCGEEEIIIYQQ4yZBJSGEEEIIIa4UizMoeaKOplaphTazWcgo2U1dUyu1G/TzhBDi8iFBJSGEEEIIIa4Ui5aTssiM0aCfIWaWhSxPScIsP5QQ4jInQSUhhBBCCCGEEEIIMW6XVVBp2XY7ra2ttLbWsF4/UwghhBBCCCGEEEJMm2vMZvOn+okAJpMJp9OpnxySwTA91TaXbbezxRIN9PPafQXs0y8ww3k8Hv0kIcRVZjxlq8+95TQ/ZkHBTdcT6ZS+biRlUxm59yRiUrRl3E56fl1H2Z4OXLrVh6+vX0CzoZb2tfFAH/bUfGwBs/Js7WTEAf12UvNsGFMKKMtdTqJ3B4ZtXyHpwc0UfGOxv2q/x4XjWAs1P2mk2x3w5QCkUL6/BMtscB+rIH1bB8aUPIq+tZykWCOGKHUpt7OHo6/WY2vuZthXBFAWppG3LoOlt5tQvJeoiy4cx8e6fScZ2zaTkWzGGAW8bSd1Y2CKjNf4vl+JtZL1cBpLE82YZvuvsR6Xg+O/qKHy5RDHP+x3Hmc+CWBcnEXhw2ks/pwR7yXec8HBmdY6djzfSZYuPwynkJSeR879S4mfo/h+vxH3X0zYhMqVEc734fm1Y/g5P+TG2XuEuvIaOj4MWlnHiCW7kJyVCzEH5AU8bpznznDkhVLqj2vTdPvUmFxARb53my46d2ZS9mbAV2Mk5eEislMDmhANeXB/2MeRujJqOkLkcv1xz0mhoDSX5QkmlKjQx6UszGLzI2ks9pZFQx5cA8dp+WkljadGyMlzUsgrzGb5QjPGWdo0jxvn2+HTTV/Wjn3b/t8srLDnaxhzLGR8536si+djmm3wn8cXnPT9Jkw5oi+HjiWR9YMC0pZozfFC7b/+N9DK+rC/YQBjSh5F9y9lfqwJxZvGQx7cHzo4daie6oau4fsYIp1DG34e+OiPcxzlbcrOZkqWeBcKJdQ5KYQQl9ZI9xqXVU0lIYS46kVZKWlooGR1wI0rgGIicXUJDbY8EgMmT4XEDbU0lKT5Hy7xb792pxWFRDIq69j93eTgviIMRsx357C7tgSLf2pI6jYysMz1B5QAFFMi1kd2U1dmJdwteeK6ahoqC7DeERBQApilbb+hmpyEgOnD/BXWnWXk3a0FfAAC9mHyRv7+pEfqaKovImNJfFBACcBgNJP83d3UbUsJmj7MhPOJQvIP62ioyCF5rj+gBGCYbSbpwTLqdloZ+VVSIjk1Dex+xEqiKSCIELD/DTU5YbYvZp6/wlrSMPycj1Iw3ZFGyYu15IU7nxIy2P1yE+XrkonX5QUMCqbbLVgWBUwLlJBHZdA2DXwmMOMpWh7PtASXM1EGFFMiaSUNNJSELydA3UbtiyWk3eEPZviO62flWBVIzNxNXaV2PviWMWCcm0zOE7WULAn4vgDKyhIaXiwhY0lAQAntuO9Io+TFBkpWjrh3WlkWZtuVdZSPsv6krC6nuaGcvJVqwC7oPJ6tlSN78zAHrqMXZaW8bjc5dwf07+Td/4pK8hJASS6iTv8baGV9WkkD1dnhjjGRjCeaaCrJwHJ7QEAJbx6IJ3ldOQ0NJVjDfUWkTLi8FUKIK4MElYQQ4jJy24N5pMxx09NURW56KqmpqWSW1NOtvfE2xKWRH/YmPAJuWk7ZWjOuY/UUB25few1rXJJHxROF5Cw04jnXRlVOOqmpqaTnVNHytvZW2pRC3qYRHkVuyaRsbTy820V9WS7pqamkpqaTW2mnRztOY3IBlQ8P/w5lZTll2YkogOdcB7aSTFJTU0lNzaT0hS6cHkBJJKt0hMDW36SRt0TBccifxuHfZE/AKN8fc7MRA+B+uw3bznwyU0Ok893ZFMz1f6XeRPOJkl1ByX1mNWj0YQ/2Sm/6p5JZYqPjnAfjkgKssfo1vRSsO8vISlAAD44OG6UPasf4YCn1x5x4ACUhi5KSsL+AmEnMWeSlmHD/3u47n1MfLKX+pJYZDfGkbcwaHrxRrJTvyCNpDoAH57F6yrzrp6aTW2aj7W0XniH9igAKSY+mEe/upt53DgfWskwkr6qAFJMBhlxB+dxf1hgwpRRQESKfq0ws35GB2dVF/eaA4zrlPcks5O3aTeG6JIwXHbR5z4X0XKoO9Kk17aJMpDxcMDywkpBHZWEKJoP+PEont7KFPjdgMJFSWEFWuN377FJKshMxBJZj6blUHXKg1ntXa4D5z6IOStdq59r+Pm1aH3bt/NWXM6P6HzeiRIHn3W7sTxUGpW/bgLoHhtutFKzWr+hlYF5uARZDHy0VIfbfEE/Gj3azvdCKOcpF9wulWlkXUFZjIPH+7aTpv1orZ/IWGcFbVvrySSqZG6uwn1TLGoMphYKqqQ3qjLe87djmPQ/s+H6p/QG/k9RSEkJcZqY9qBSzbD07dtto3N9M84FWrY8k/6d53xbu8i29jB2v+OepTd8A4lijW6+1tZXWV3awzLduoBiWfX8XtsZm/7IHmmm07WLjshj9wqqUHdhbW2ltbabqQYhZtpGawPWbG7Ftf4i7vLskhBBTTsF0q4eun+RS+GwbDi1G4zreSPFWO33em/CvZOnWi6DZRgzHa8jf5m9C5jreSPH2NtQKsQqJi+IxvNvG5vVVtA2oC7kH2qjZWO9bx5wYvgaBMjcepd/O5u+U0tjp0JpJuXEcslH4vSq6XAAG4u8r0D1spLE934IR8PTb2by+Avtxb6MDF10NpeRXd6nfZ1rM/WEehpS4eDzHaiis9KdxJI36/W4HnXsySd9Yhf3NPl+zCdfxRoqf0/YfM5Y1wx5lNRPNJ2lsvz9RDSi5uqj6XiG2Q970B9dxOxXrN2PvJ6gGU5DV28lbYgQ89O3fTG6FnS5vE58Pu2jclk/NcfUbTYvvD/GwKGYa5VYTnmNV5D5q853PfNhF42ObsfdrwYWEpQTnJoWsXQVYjKjnXmUm2dsa6fSujxtHp52qjZkUPhu0osZEfKwD+/ZiGn3nsJ9502Yy4gzqd+vyuVrWlNByzqPm8+U5w4M+ACgYo7qoyS/1N8P6sIvGzWW0vastkZBEvMFJ2xY1GOJGPT/b9uRTf1JbJ3a+riaMmYItGcQbQp1HbhyHasjf2oLDAxgSWf7d0HvHrSaM+nLMrQa3Ko9p2zYtxHp30FqRM/QRPS8Xk/mdYmytPUHpW7WjRStHFObfnaFb0cuAUXHSsjXf34TN7aCtspB6b3rfmkSS0U33s7kU+5qpqWV1yWGHuowyj8X3er9T4ytnwHWsiuyNVQFlPbjebsP2WDabm9UAlj6oE1kTLW+FEOLKMY1BpWhWPN5I45Y13Dk/lphZwVVpvQxRRLafhei72GSrZ8vXFhAbE1w9OiZ2Aau21FPzvXD1tgEMGEybqNqyirjA9Q0xxFoeoPTZHayQwJIQYpp4etvYdShEKXnOxlHtAY+bzYzSOGoSHBx5tm14Od1ro+uc9x833a9W0RO8BNDCcfUOG24ys1g/28dB2y5biPUBdxu7WnvUN926hw1l3XLmK4Cnj5Yw67sP2Tj6LiM/DHl6aHsixDFGyijf3/FEIWUHhj9IA/B6J2cuqH8qMfH6uT4TyifZWvrhovMnpbSFWB16sO1qQ3vc01HI+ep8tZZYfwsVz4T8BWh79qgagFTmk7xWP1/MOGHzqwPb0T6t1owJc+CD/9wclieo90zOjipKQ+XFUbiO1WPr1U8FsJD7d2ogxn2sNsx391DTdkbdt1gLGWFq9Tl+YwuRz3uwnfDncPdJO1Uh9qPl+Fn/sQc2gVuSy9JYADddz4U5j3praOtR1zb/bUaYoJeL4y+ELsc6mo9rQXwjpqmqgvNsKYXPh+n77FwjZ95T/zRcrwZ3QnH/roWaYWnnxt5+xv+9A0eo2T98K46WM74XFTcGFXX+coYLXdRuC5U3VT0/tXH8Q9SgztIQtekiZELlrRBCXEGmL6iUsoX1X/HXCjo/0M/pNw5y8JcBn9dP0Humh9O+pU6wb+dWtpaqn5e6B7XpAxzWpgV9du7jhG9d1bLNj7IiVr2x8bx3moPPlbO1tJx9/3LaV7U27huPsvE23YoBYu++B9NFJ6df3cPW0q2UP3eYfu+uxNzJ+pJVujWEEGJqOH5XH/4G+n0tEDH7RubpZ0aKy0G3L3gUyM2Z97U98zg4dUA/X9X13hj28Vw39SG3oXK/cEYLaijc8r/8jwlpi+LVWjYD3TSGXd9Bz7vqfhr+2hT6IeO9s9jDJXIkTOr7z+DS1lX+JmwKTiifZCzU0u/CWX5zLGCG3rlO+kL205hGUpx6vXWcagwTeALO9fDOBQADN94S8hcQM8m5M9SHy0y9Tl/H/IEP/sqqJC1Q0sfR6i7/jDFzc/ZEmPUWLSd+DmqZ85uAjpP1Djt8QQnjF/QzAVw4ToXOpe4/vK+dPx4cv2vRz1adDH3sSffEYwS4cIYj4QZFANrOaSeRYmS+fiaAq4f2cOfhyXdwabEK0+cuRajCjfO//C8Iwu2Bsz9M2h3y/jbgPNsZuqw45+D9i+qfwcfoL2ecJ19lhBwAdNH+B628i50/ZTUjJ1LeCiHElWT6gkpxRrwVegZ+mUFWXgFbn9zL3tqAz0+2U1R5MGClQQbOnOZ0t/pRg0AAHga1aUGfMwN4Yz0ARK9nrdZkzvPOQbau38reX/yW092/5bWfbSV31xvaRS2Wu751Z+CaQQwGF4dLc9lad5jT3af57S/2ULDuJXq1/Ymefw8P6FcSQoiIc/PR/9VP8+s+H+62NoLOv0+nfprexT/zvn6axnFx9H10vx/wFjuks3yk1dYx3uyt72TGdINWmzQug+b2dtrDfIoWa4GMGFPI2lKe/3KOsv3JGev3G29PJuPhAop2VlO7t46mA620Hq7Deqt+Sb2J5BMF019r6feBY5QHtW4+CrrYauaafJ3xxq9tHpbu/k+Rb4Qq/+8nZir3R2f1k/xOfhQyLy/9nFZ7xeXkTKgFRuXG9ZZ+mmZujBq0QcHymD5vBXya07TAlsKN/1P3HQC4eD9oJLlQPPz5A/00zTl3yGOPN2rHPttCiX6fAj7N6Vr9pNk3hq6pNGJZ+z5/1gIuU02JTcSaXUBByW5q99bRsL+V1tZ28haGawPrNXI55OU+362fpPmIkIMm+8oZDy5HuHX9Oj/QgjoGQ+iXCJM28nGGLm+FEOLKMn1BpQDGO77DithpaDP29QTUvkQ99P5qL8Nq4Hb9jH/9T/XPGPOdvqDXMP/5r+zT39wMvsKv/kO7qzaYiFuqmy+EEGIaxWOM0BOD5+JH+kkRNdr3K8kF1Da107S3jLzMNKxLEom/3YzR22w8ZMfGk7UYk1aZeMQgwkjmGafooU1cbsw3ajlhxMDISNy4w9U2/JvrRxl98NIyXj+T924cEjIor2+mub6aonVppKUkEX+7GdNsg9qn2pSUQ2PgK2dGCPgJIYSYVtMXVPrVabzNiqM/v4pNNjutzXbqntnFltw13DUFQaYFsTHajccA/b/QzwUYpO9DLTAUczPh6ioNftgXXANKc3jAW3k3BpPUaRVCiGkyjxu1mi7u896xc84zqL2595yyBYyiM8JnbekoNXIugSUl1JalEW8Ehlw4TnbQ8kIVxY8Vk6+NomYP97AdKVF/pZ+ioxsa3ss16Gsy1P1MiPQO8UnfNuN+AREJ3oDDZ5XQtXAm488erS8jJ23rh+epUJ/8Z/RfMnXc3uo177aRG2Jfhn9m4EhfShbVVXlYYhUYcuN8u4u2JhtljxVTqI3gV6F1uD/tfOWMgetv1s8UQghxKUxfUOmdfRT8aC+Hz573Dx9riMZ02wKW3b+eUpsdu20Ha0K2e5+YmFnXa3+FGS0uaES5SQp1gy2EEDOB7yY8XDMQVVLMzKhnYvjrW/STgt1rxgSAh/ff8fbG0c1Hf1L/MswxR/5BdppkfStZPbYLXVStzST3sQpqGtroPtlN34cAZpTP6teKhA4cf1T/Um5NHCX9lvpqNQXxNYUycMttI3+DuLKd+X+1JkdzbiPiFbkHXFo+M2JapJ956b3zkRZsMZqw6GdeJpIKrSQa1P7xWh5NJ3tjKVXP2uk82U2PNoLfjbMuUY2sgHLGaE7Szx3Gd127+GffSJoEBv9ibiE5YHqwW7h+ln6aEEIIvekLKgG8dZA9m7JIX51Fwa59HOzqZeC8v8F0dOydrN9WyrKglSau//yf9ZOEEOLqE9DviXJTuJtwM8nz1FDNpWaIXThih6qWv5unNn/w9NFz2D+9zdt79K3zSQsz2tPMlkLi59QHNXfPkdCjRinLuW2OfmJknPF2KDta+q1OYb5WUyxYG2e1odhNX/T2ZyOuRp0n31HLHEM8lnURDla/eYZ3LgIYmLd4pJLi0uj83TtqTapZ81i8Wj/38rD4Nu1aMNAVYvQ2AAvzb71EQSXaODOg/mX6YtoogTsLaV/UXkGcO4U9YM773o7GFSNhx+pZvRDzpTpMIYS4jExvUMnnPP1HX2PvjiLystK5L2MrB9/xvjFYyD3hhpHwiSY67BXAb2DgA62KNAz8Sx733Xdf+M8D23lDt75X9Jz4kP0tLfuc9wFsEFe/bqYQQswYx3Fo8RbTovuxhnjGU9YWsFzthO7SU5LI2mkN2T+PsrCIgrvVjnDdvzsSNCqV47UubRQhM9ateYQdaXtOGmVPl4QdsWgmMMy6McTxK1gf02oQTIHOwz3am/wR0k+xUv7tpBD7BuDA/u9azbFYKyUbQn4DAMbVZVQ/NpN/ATEpB17luBPAQGJmJXkJ+gUmw05nj1b3clEW5StD50ZQSPpuNeUP66dPsf2dWufkCknfLg9Z3oJazuXUlJOnnx5RCspIAeLRfFYJWQ4kbshh8RQFt0fnoP5Ij3p/PyeZojDXCoDER/K0/XTT/cvGoHkdf3Co32GIZ/kjIY+SovvDlXWRp8ySMLwQ4vJ1iYJKOoOn6f/wL/qpw5y/6K15ZGJB2hjuUH7h78cp9t4tbPxSqNDQGHz+K6zXN8uLXsOKO7Tv8zjolW4hhBAzVjcNJ7SH/dkWCmrLyVqsjVCkmLFuqqVhQxJcCFU1Zvp5PB6MSwqofSIPa6x2S6+YSc4up7bCqjYP8/TR9oxuuOpzNTR0qmERQ1wGlS/uJm+l2fdQoMQmk7G5mqa6ApIn2o/f3CIa2ttpb2+m/F79zMnqoOc99aJlWJhF5SYrZu/hx1rJe7qOoiXg0ka+i7hjlbRow5oa4jKo3FdChjefYCT+vgJqXyzCovTRp9VI0nPsaUD9CQzEr62kIfA3RMGcnEHR0000bEr2HZu4EnVR3dClBikN8WRUNbD7YSvxvkCEkfi7Myja20T1BII+Lc+00ecBMGL5QQO1mzOwBH73fXmU72tg94OJ3Djt3RO0UNPapwYsjBaKXqylaK1FG7EOmBOP9eFy6l7cTVbCjUFrRkyft3aqiaWPZJE0znPt+DveWp/LKdmZ5U/bORYySuqoXGvG7fK3NJhu7oZaWrQbfOOSIhr2FpGR7C/rjbdbyXuigcp0MwbAdczGrteDvgIajmjBPwPm9ApqA8pb4+Isyhsqsc5x457SUfb8I5ma7ioga+E4fyghhJghpi+otK6KRlsNNXt2sSV/Ixu9ny27sNXb2fRl7w2+iw/C1Po5/WY/57W/TSursNsCvusHO6jas4P1QS07XmHfv/RrbyLiWPWPjTTu3sL6b9zFgqQFLEhawIoHN7Jxy3pWBa6m4/EYWVFex67cFSxIWsBd39hEzfPrWaDt8uCZX/OKfiUhhJhBHHtstAxoAQOThZyKJm3Y7TqKVsdjcHZg+7V38IFLy3OyHns/mBZlUFSvDU3fXEfZOgsmA+Bx0lG9GVuIDqs7yspo7NV63Lg1iYzNdTR7h/CuLyNvZSLGWeD5wIG3i+9x+eo8rc+jMxzRP6REQOPeFu1hWSF+dRF1zd59LyLjDoW+/WUc0fo+ijw3jVtr6HBq+WRuCnnefNLeRO0P04hXXHRWb6b7v/XrenVQtr0RtSKJIfg3bG+mriwP6x1GDHhwDkzoFxCXCfehUsqe7cY1BBhMJGUWUfuymp/b25uo3ZaH9XZj6E7fR3POxubqDpweIEohfmUe5YHf/cMMLHMVGHLhvATZzPHsZmo6nOr95+x4rBvKadLKofaXaynKtGCeDXzoZIJjLY7s9UaOaoFfZWEOu7VypN02tnpR3dWNdGnBYdOSHH/avlxOXooZ97Ea6v9w6YJK0IOtqJSWt9V9UG63klfmL+ub9haRscikBpRO2ijb1uZrAu7Xwo6fd/v6Gwwsb5sqcrCYPPQ0NXJmSg+zg8bfatfd2UnkVHrLytoprsEmhBCRNW1Bpbv+h4mY2Dji5i1g2ddXscr7WbaA2Ju9ASUPzo6X2fuObmWvrqd5qcsbVoLo2IDvuvdOEuYtIE5Xzbf3uR/xzBvahR0DMfOXseZ7pewq38Wu8l1s+vYqVi37CnEjNKf7y1sn6I8yseD+Tewq30Xp91YQd4M28/wJ9lUc1K0hhBAzTRc1BaXUv+nAFfjm9aILx5v1lOZX0Haphoge5iNsedlUHOgbvq/H7FR8J5uKQ8MfEVQ91BdkU/zTNnqcbv/AEAAedRQje2UumRttWlO58cm4XW2i4O47PjUjx/XayC+qoe1tV9C+u509tFRkk/9MT+DSkeduoyI7m4oDPTgvBDxNDblx/r6NmsdyKTtk9HUW7vGE+B166ynMLqbmkO47AM8FJ33H7FTlZJL/7ER+AXE56WkqJjO7AvsxB66LgfnJg8floPtQDbafB64xdu5DFWR/J8R3g/bdNkqzMymbguDv6Ny0VWSTXWGn65wLb5/QoB67a6CbtmdKyXywbGrKEXqo+n4ZLYHlyJAH93+FOF9DcbdRmltG40kH7oB997gcdD5fTO62Nv6/wOUvBXc3NRszKf5pG90DweWlr6yvyCTzMTvhSk33/mJyK1qCrxVDHq28zaXwhY90a0Rez1P5lDX3EVjxy3PhzyGCYEIIMXNdYzabP9VPBDCZTDidY3trbTCM3sHDgvwaHr83lugQo0V4Lp7ng//s48S/PM2+N/xBo9CiWZD5KOutC4m9KTroDZfnoof+A+kUvRC4vCr6S6tY/83VLP7CzcQE7sOQB4/nA379D3ns6Q5YIWUH9s13Eg0Mdj3JutcT+cfvf5W4GG1dzyDOs7/mpSf28sYY3xp7gu4qhBBXo/GUrWKmSaKkYTcpJjfde9IpPqCff7VIoXx/CZbZ4D5WQfq2qXksFmMn5YoQQgghptJI9xrTFlS67OiCShk7wnXjPXYSVBJCjKdsFTOMUkBdcxpmdzc16cXoenS6eswtomGf2reVozmd3J/KO/VLTcoVIYQQQkylke41pq35mxBCCHFZW2HGBLj/0Hn1BpQAy7eS1H6lcNJ3TAJKQgghhBBXMwkqCSGEEGOQ/MXbMODh7PGrN6SkrCynKEUNKXn6j9JwUr+EEEIIIYS4mkhQSQghhBiDzrJMUlPvo3i/fs6VIoWyl5uoe6KErPuSAoZ/14bo3llHw2ZtaHRPHy1PT6yzcyGEEEIIceWQoJIQQgghAPiMwYh5UQo5P9wdMPy7NkT3EjMKwEUnHdWbsfXq1xZCCCGEEFebiASVPv00ZF/fIoCkkRBCiJmtg6qf1dNxcvgQ7YFDwBc/mE3FIelLSQghhBBCRGj0t2uvvZbrrrtOP1kE+Pjjj/nkk0/0k4UQV5nxlK1CCDEWUq4IIYQQYiqNdK8RkZpKn3zyCUNDQ/rJQjM0NCQBJSGEEEIIIYQQQlxRIhJUQgucfPzxx9LMK8Cnn37Kxx9/LAE3IYQQQgghhBBCXHEi0vxNCCHE2EjZKoSINClXhBBCCDGVRrrXiFhNJSGEEEIIIYQQQghx9ZCgkhBCCCGEEEIIIYQYNwkqCSGEEEIIIYQQQohxG7FPJSGEEEIIIYQQQghxdQvXp9KIQaVwKwkhhJgYKVuFEJEm5YoQQgghptJI9xrS/E0IIYQQQgghhBBCjJsElYQQQgghhBBCCCHEuElQSQghhBBCCCGEEEKMmwSVhBBCCCGEEEIIIcS4SVBJCCGEEEIIIYQQQoybBJWEEEIIIYQQQgghxLhJUEkIIYQQQgghhBBCjNs1ZrP5U/1EAJPJhNPp1E8e0bXXXktUVBTXXHONfpa4DHz66acMDQ3xySef6GcJISJkImWrEEKMRMoVIYQQQkylke41IlZTKSoqiuuuu04CSpexa665huuuu46oqCj9LCGEEEIIIYQQQoggEQkqeWsoiStDVFQU114bkawhhBBCCCGEEEKIK1REIgcSULryyG8qhBBCCCGEEEKIkUQkqCRN3q488psKIYQQQgghhBBiJBEJKgkhhBBirFIoebGV9vZ2mralDJtXvr+d9vZ2mnfq5818eTZ139ttefpZQogIC3++jVTGjF3475965uzdNB9up725mry5+rlCCCFmEgkqCSGEENPp3uUsvtUAgHHhcib+yCfEJGyoVQMG4T4Hmqh7ooi0hYp+TTHTXQFljHVpEkoUoCSSZNXPFUIIMZNIUEkIIYSYTq8f4dSH6p+uU0fo0M8XYiaYZcS8yEpBZQPV6xL1c8VMdgWUMW0ne3APAe4eutv0c4UQQswkElQSQojLweIMSp6oo6m1lulviDCCmbpfM1oHZQ+mkpqaSubOy/FxT1xZHLQ9Vkxx4Oepejp+78IDgEJidhll9+rXEzPXDC9jxnDdcDxbSPqKVFLTC7Gd088VoxpDGgOYVxZQvreB5pfLLssabUKImUGCSkIIcTlYtJyURWaMaouGmWOm7pcQYow8uE920x34aW2k4tFMsp/txg2AkcVfz9KvKMTEyHVj6o0xjePvWo7ldhOK4TP6WUIIMWZXSVBpGTteaaW1tZXWn67XzxzFempa1XXt25fpZwohhBBCXJFcTTUcfVf92/C5RKnJIIQQQohhrpKgkhBCCCGEGB8HPe+qdZWYfSPz9LOFEEIIcdW7xmw2f6qfCGAymXA6nfrJIRkMo9StvOSWseOVLdx5A/Cfr3HfI/v0C4xgPTWta4gDBrueJGPHG/oFrlgej9qbghAicsZTtqrDy5dgma2fHqDfTmqeTTfRSMrDRWSnJmH21n0f8uD+sI8jdWXUdLgClrVQ0lBOiglwd2PLLsauPUP6KWRUNpC3UAFPH/aNTZirJrJfEzWe49FsqKV9bTzQhz01H9ucFApKc1meYFJHFBpy4+w9Ql15DR1ah7bKwiw2P5LG4lgjhih1G66B47T8tJLGU8MSRTXHQsZ37se6eD6m2QZ1PcBzwUnfb+oo29PB8L3z/67uYxWkbwvs82SkeRN0bznNj1lQcNP1RDqlr+sX0OjTLGBWnq2djDjv79pI8iMV5KcmYlIAVydlmWV0DlsuUr+/GM34yhXNCL93oKyaVnISDHChi6q1pQzvM1khKT2PnPuXEj9H8Z8DLgfHf1FD5cveJnShGLFkF5L39cX+82fIg/u9M7Q8v4P6zixq2zOIB/r2p5L/jH59xrl9hayaJvV4cNJWkE1Vr/+bvBJ/2ED1fSbARecTmZSFO2cAlpTRtDMZI+BszSX7KYd+CR/zpjrqVpsBBy3rc6nx9RVkxLI2h/tXWZh/sxHfbbXHjfPt4HIqUPjzbWzliLIwi80PW1k414SibTOw7MoI+/0qJdZK1sNpLE00Y5rtfxYInfbjvJ6NJX8qSaTlf4s0XfnLRReOnqPYf1pP20Do3KdPuwmV/yMY/v1p5K3LYKn3GqSl05nfNrAr5HVCM65rzFjTGN95FU7IfDMnhbzCbJYvNGOcpU0bJY/qf8fG5AIq8peTqF486NyZSdmbw5ezKUlk/aCAtCX+Jnyh85UQYrqMdK8hNZWEEOJKolgpaWigJNPiD8AARBlQTImklTTQUGLFP0h4FxUvdqo3pUoSaYUW/zpe924mY6ECeOhrrpjeTlPHfTwhJORR+2IJaXf4b+aJUjDdkUbJz8qxKpCYuZu6yhyS52oPFKjbMM5NJueJWkqWBHyf1+pymhvKyVupBrt86wGG2SYSV5fQsDcPc+A6V4DEDZWUpGsBJYCozzDTXy2JiUpjYaz663re6+OofjaJ5NQ0sPsRK4kmf0AHwGA0k/zd3TTU5BBy7DglmaJ9DZSvSw4+f6IMKLFJZJXVUb5ytJw13u27aaxqoc8DYGL5xqzhZcfcPApTTQC4OmtHDigBHGvhlHaPbVqQMcL5bibjb7W5/V3U+8rRNMr3N1G+wUpSbEBACcCglVN1teTNDZg+aQpJj9TSVJlD8u3+gBIBZVfd0yHSJkDSI3U01ReRsSQ+KKBEQNrXbZu6BpNKchF1L++mIET5q45cmEZR/dhGLkxcV01DuPK/so7ylSOlxOiUlWXUPVGANfAapKVTknadCLmXM+gao6wsoeHFEjKWBASUCMijLzZQMlo6JeRRWZKmBZQADHwm1CmekEN1w25y7g7uE8qXr3aOcs0XQky7aQsqLdtuV/s0aq7iAWJY9v0aGpu1fo5aW2lutLFj3V1E61cEIJqNz/iXbW1tpXV/M422XWz6xp3E6BcHSNmB3be8VksJ4PNrgr8nVH9J36sJmKfWUgKItmwZtl5rays13/OvGij6Sw9QuqcOe8BxttrrqNn6AAtCHWjQPgd+dwJrttuwH9CmH2imcc9G7gr6Dn/fT42P30X0VzZS09js/65mO7btYbYrhJihOihdq47gk7q/T5vWhz1Vm5aaqnt7nEheVQEpJgMMuehpqiI3XV0uPaeKlrfdgAFTSgEV2QG3ZK9XUn9cfe9nSs7RPbwkUpStvoX3nGuj+lnHBPZroiZ4PEFMLN+RgdnVRf3mdHXfHiyl/pT2btdoIW/XbgrXJWG86KCtMpf01FRS03OpOtCnvg2NMpHycMHwG/f/cSNKFHje7cb+VGHQvrUNqDU9DbdbKVitX/Ey9tkkClfH4z5VT6k2ulTq2tLLcshyMRoF684skhQAN92/rNfVDlCw7iwjK0ENODs6bP488WAp9ceceAAlIYuSEn2wWiFrVwnWueoTo+v3dqpytPMzNZPSZzpwXDRiKbQOP+98Jrj9czaqWx14AENCBluDRrVTyHjESrwBuNBFfeVYcnY3DSe02km3JpERLvgzN4OkWwE89BxrDEhLEzfOBi466W6qotCbDum5VB1S95NZ8Vg3pAV82eQo2RWUp8djADzObuzeci81lcwSGx3nPCh3ZLE8Vr+mX8zNRgyA++02bDvzyfStX0+3t3i9O5sCX3pE8LqRkEdliRXzLH+6ecvf1PRcyp5po88N3pELRwwKfXYpJdmJGM51YCvJHJ72Wm06fQ4es88mUVmYjNHdR8tTgemkpjOA4fYMyspCBODGfY0ZaxrbyNf+rzim5cQLXVQELBdUSykhj8rCFEwG4MOegPySTm5li5rWBhMphRVkhU1qhaRH04h3d1PvTefUUDVnFZb+KIvEKAcdz5Rq6ZVObmUbjovqEsYlWRSGetEjhLhkpi2o5GMwcHNhFVu+FkdMYPQ5JpY7M0t5dvuKEIGlO7lZHzmaZSAmdgErvreDxpdKWTF8pUsq4f5dPPuPD3HXPBPRgVH4aBNxSx9i1zNj22fT55ax7PHHWW+JJTrg7UnMvFUUP7GeUNd7Q9QCHv/BKuKCEjiaWMtD7HhiPQmBCwshrhjmTZvJiDMALrp+kkvhs204tPtF90AbNRtLaDnnAQwkLs8JeFhz01Zhp8cDGOKxPpLhewuoZOez/FYAJ0eqaujxrTP1Jn48gRSMUV3U5Jf6mzB82EXj5jLatA6IlYQk4g1O2raoDxJuALeDtj351J/U1omdj1V/szz0ET0vF5P5nWJsrT1B+1a1w1sbQmH+3Rm6FS9jt8ZjHrBTtrmRrlBNHcRlyICyKImkgE/y2gJ2v9hE0RIj4MHZYWOX/uFv9XbytPl9+zeTW2H354kPu2jclk+NN1i9+H6CQiKrt5ORoAWUjlWR+6gtoJmSi679FeRusdOHIXwtuElsv+enNjqdAAqW7CJ/LZElhaQtVNQg2j/toi04ihaWo6UbNaxkIulbSfrZACR9KwkTgPsMR14I/uKPehspfjCb4mfb6PGmg9tBW2UZLf1q8EBJTCYyJUka2+9PVNPV2UlFfjE2b7kHuI7bqVi/GXs/wbWm9NwOOvdkkr6xCvubfb4mWK7jjRQ/16V9nxnLmtAl88SZKdiSoQb+PH3Yt6jp5i1/cTvo3F9FfnYVXRcYPSh0qwljv53N6yuwH9eOwq2+YKj0BlxMC7HeHbTW2N0aT7y7i6rv5FPTGphO3nTWQlfJgQE4zYy4xgSkt6uLqu8VBuQXN45DNeRvbcHhAQyJLP9uuN/bRHysA/v2Yhq96RySCdOcPuxbcqnY36WllxvHoSpyq735ysTCFcm69YQQl9L0B5WI5Z4UE573TvNa9Va2lpaz7/V+BrW5MZb1PP413SqcYN/OrWwt1T7VL3Hw9RP0/1EtiLnpLjbsfCA4GNW1j7/3Ll/6Eqf/pE0fOOz/noDP39ed8K/7i6cD5h1mQJs82P3SsPW2lm7l6V/4VwXgtvVszF6g1qAaGqT/jZfYo+33G2e1I73pLtaXrApez7fP/v2NNt7DPXfEMHj2MPt2bWVr9UH6ta8wfP4rPBji3iX6S18lIdrD+TNvcPCXBzncNcDgkDrP8PkVPDQsfYUQlz8LuX+n3sy5j9VSeijU01APNW1n1LevsZbgN+ruRiqb+9Q3+wvT1LeASobv4cPZWhGy75GpM8njCeD4jS3Ew2EPNm/tAsB90h7y+FqOn9XeVpsw69+MPltK4fNh+nY418iZ99Q/Ddcb9XMvYy6Ov2Cb1uCimGpmrE/sZnfAp2xDGkm3GsDtoOv5UvIr2obVUsr56nwUwNPfQsUzoXKEm7Znj6LGbuaTvNY/J0tblw87qdqm/25Nr42Kw+H6J5rc9oOa/d66nPxsRa2VmZ+CCXCfamTH/pB7Fdq5err61T9NiVaG35pZSPui2qTO/YdOWoLm2SgtqKc75OYcNP5Oa1s363oiUZIo65YzX0Htz+ZnZXSG3G4Ptl1tWqAstI4nCik7ECY48HonZy6ofyoxI/XcMwFLclkaixpMPFCBLUS5DYC7jV0HetTy27SYrwfVSAsUvkzraD6u5h+MmEK2TxsLN90/Lw1xDUJN5xeOa4ETM/P1by5mwjXGl95uup4Lcxy9NbT1qFdK89+GbwLqOlYf/vcKEHa511/luHY6GG+Zr58rhLiELkFQyYDhj4fZun4r+w6d5nT3b3ntJwWs+3mvduMeTcLyB3TrDDJw5jSnu7XPoVfY+5PtFDyUxb7/UCMshi/cw3duC1xlgF7v8t1qFWgA/jLo/56AT++AN6wF/LE/YN6gf12Pc9h6p7tP0/9H/6oAy9atIM4AMMiJ6nUUPPkKh7X9fnLTOl56SzvS+ffwUGAkzLfPAfv7uUTiP3iNH27aw2tHT3P60F5+9CvtzgUTscPvXGDWXzj9kyyyip9kb+1e9uzIY12TP33jvxzQ1E8IcWVYtJz4OQBuzvxmhCYbhx3aTbKC8QvBsxzPVtN2zgOYSP5WFsmFaWrTF2cHNU+FuuWeQhE4HpULx6nQj0buP7yv3ax7cPwu+DHP56RTu+FXuHFcz0ZunP/lffFhvnKGYr9wlq5j+oniiuTqpn5rLqUhO8VNI0m90cFxqjF88OFcD+9cADBw4y3eB+YMFmrN3tx9v6ErcHkdR2efdn7rTWb7Gl+zXwOJKwtJ9tbK9PRgL7OHOOaRuGk85g1gJGJdpJu9xEriHAAXp5rDlDVhuN//yB/YDhsYGTvrHWqzN5ynaBnpXD7XSV/oxB+DM7i0BFT+JrJjBibdE68G1zx9HH0m7C8PgPuFM1reULjtzlA3zICrh/Zw6XDyHVxaMW763ARL8Qtn6Dignxjg2G84qwXgTLFL9XNHMD3XGF96XzjDEX1txQBt57TMohgJHe5xc/bESGe7l4ue34Rbrpt3zk/9MQshxu8SBJWgv2sf+gD04Mu/8tXOMdwcx126+aEN8tqRHq2W083E/q1+/qWwgMVztUjRe53sez0gWAXAIK8cPK3us8FM3Fd0s/Wioa9ln6+2FMBgv8tXs4vAjgm9PjjBa7rtDv681/cd0cZxPRkJIS4Hc2O0t9gKlsfaaW8P82lO094iKtz4P3XfQQ81VUdwAoaEHMpStNGPXqwY8cFvSkTkeABcvP+mfpqehz9/oJ+mOece9eFSiU3Eml1AQcluavfW0bC/ldbWdvIWjtR25DLldnFGP01c5gL7XMmk9IUunBcBYxI5VbXkhWozP9fk60A3fm3z8PPS9ynyjURlvHmx+odi4kato1/nwAgBY4CTH4U+/yazfR83bRWNag0hUwpl6xIx4KGvuZLGkBsdmfuFLl8H4IkrggMYKfctVMuzd7uoCxfAUMwk3pdFwSMl7N5bS11DM60HWmnfkBS+CeC4KZj+Wvu2P31Et352kG4+0t/ChmC8PZmMhwso2llN7d46mg600nq4Duut+iUjI96o1cpxOUPWLgp2lo+8NaZm6fvR0Jx/n079NJ/3+bPWj8+E/dERYsTEQB04tJfTyo2h6/hcymuML71nWygZdn75P83p2r7PvjFMTSU3rrf000IZ+Zr9vjeQJoSYUS5BUGkQl7f9VpDDDHhr/MSYhvf7c9OdrPn+DqqeqcO+v5nm/c0077dT9814PgNqnwA36Ve6FBJ8/T8NDpwOCgb5dAxob96iMYZpruHjcdCrv+fq2E7Gffdx3333UfCcbh7AoIvT+mmBQgWihBCXt7+5PjIPHr1V1Hb6mzR4TtlHH/1oKkTqeKZSQgbl9c0011dTtC6NtJQk4m9Xh9Y2GACt2fEV5b/d4WuFiCuAi66GUrK32NUAiSGejB8F9DnkNc848dGXlpi0gLGbj/6vfuYYTWb7gdx2dhzwdmgMvHtEG4xgIho58js1GhXcBC6F5Ynq3jr+3R7i/EkkY2cdzfvrqP5hDmnpKSTdHo/ZpGCYZYhwObIYk3aP6v7orH7muCjJBdQ2tdO0t4y8zDSsSxKJv92McZY2SllE99vPeL12ZRgcLSh2BZgB1xhfek+aG/d0jhwrhJhWlyCoNH4J367CXr+D9V+7k4TbTETPMmCYZcAwKxrT52Jm2IOH4uvYMNxocYEjyo3qv91hqn4LIUSAP3u0JhJO2tYHjPQywif/Gf2XAEoWmYv9/TMYEq0UDIvyT4NIHc9UUbKorsrDEqvAkBvn2120Ndkoe6zYN3pThdZJsBCXnV4b1QfUPta4dTmbH9GFlVyDvqaj3c8MPxdDfYJGk/Ia7SWXEqaj7khtHwuF9wTU3r51KVkjjRQ2ipbOs+p+BTaBW21l/my1Wd3R5/UhJYWsmkrylphRosDt7KPrkB3bzmKKH9VG2Kr0dk4cCR7+4u1jc9aN+pk6StAQ9kGWlFBblka8ERhy4TjZQcsLVRQ/Vky+NgKffYoCCG6PVlMl+sYQfVddjpK5RQv0ef4c0EfVDLnG+NL73TZyQ5xXwz/5jHEMPyHEFWTmB5Vu28ijDyaoI59ddHL6da3Ta+/H11fQTOHCPdmqskIIMV4DLu3Bw4hJ35/HmClk7coi0QCe/jY63lWb6VoL8sJUZ59CETmeqZNUaCXRoNYmbXk0neyNpVQ9a6fzZLdv9KYbZ4V8HJ5+vgfwcE0EVUkxE3+YFleenmeqOfIugAHzffnBQ4X7mqUZuOW2cZYOr/v7QbstcZR1k721mnQms/0AlpICUkzqcOptp9yAgiV388T7ajnQpnVQ7W8Cl5Y8T+tQvIt6fQxgUSHWBIPar1tzIenZ+ZRW2rC/2U3377URtm4IE1ibkE7eP6/+ZZhjHqVcX+qr1aSX9a1kdSS7C11Urc0k97EKahra6D7ZTd+HAGaUz+rXiox3PtIS0WgaXoNumFu4Xmtq6T4fUCNtOo0W/FLmY/K26HvP39B8plxjAtM77Ah6Qoir3iUIKkVjjAsap02zjFhv87U/ufAW/Qu++WViAXByuDSXrT/ROr32ft518xffd4zBZ6O17xu/z8wKeWujcwKndsFm8DR7tWZq4T4hm68JIcR4vXmGdy4CGJi3OGjw7jFTsivISjAATo48XUVFgzo6kuH2NEoeHvnxI+IicDxTafFt6khODHRRo+8kEAAL82+d+hv+MQnol0a5KdzjjZnkedoxCQFAD1UNWi0ZQyIZZRkBTc7aOPuu+pfpi95+zcbqDE6tQsZo66bdo40SN8xktq9ZUkJBiglw0/1Pu6j6aZva5M+YTH7ZRMNKHfzylHpwpi+mYSGD5EQFcHPmV436hWGxWQ3O4KDrp6F7CLIk3hbBoBIcf0er/37rfNJG6oJhdYpaw2qYFBI/p+6Ru+dI6NHAlOXcNkc/MTI6T76j5cl4LOtC5w4vZZ2FeAOAk5439bXEpokpnuQR0lm5f76Wf130HfPv40y5xnT+7h315f2seSxerZ8rhBCqSxBUgjjL+mF9JkV/YwWJN6h/e97r5Q1tesys67W/Bhkc1sFbNGuWJxIqRBXsPIPe2kOfW8CakCMEhePGW/PTEHcna0bd2ABvvKVdsKMX8OCPVxHmRY8QQkyAghLyBtVOZ49WH2VRFuVhm3AoJH23mvKH9ZOzqPhWIgbA1VlHVa86OpL9lBswEJ++ObimwjDh9muiJnk80+WzSsi35Ykbclg8RQ9V43cch3ZZMi26H/2o1QDK2gKWT/SNi7hyvb4Le696E6QszGCzb/QxB/Z/1x6AY62UbAh1FqiMq8uofiwwSNNJ2++0qNII6yory8laFCKzwiS3D2Ch5PspmADP223U7HfDORvV7doA8sm5lCzRrTJGXa2n1JpYc+JZvmEx82cBH57i1ZFGAENB0d8YAyTkkbNkLC80x677132+IeytW/NCll8oVsq/nRQmoOdnmHVjiGUUrI9ptWxGNYHrxgHvsPIGEjMrQ3ckj3oMW1er1zRP/1EaTuoXmC4jpPOcDLanq/vIwNHQnbhP+hozxjQ2GAjZIHJ/J2fcqNfab5eHvH4AoCSRU1NOnn66EOKqcAmCSh48N61g175drF+5gAVJd7HmBzW8kLtACw4N0nvkFd/SJ97z9igUxz3/+AB3arWZYuatYOOeF1g/18WANmqcMW49a5YuICFWH/k5za/f9lYfMrFitx1b+RY25m9kY/5GNm2voubH61mgW0t1gNP/6W2/vYD1LzVSs32Tb90t5TXUbF4VtMbpZ/6ZE9rmYr68kcZXbOz4wQOsSFrAgqQFLFi6hvX5m9j0YPAWY+Zp85NMAW+lDJi86yXFSYBKiKtVn7e2iYmlj2SRFOLGruUZ7U07Riw/aKB2cwYW302nkfj78ijf18DuBxO5MaivDH+zN9zd2Cu9fY+4sXvf3hsSydqVNfwBYgz7lVHZqo4QY8sbvv4IJn48U8//tn85JTuz/Ps1x0JGSR2Va824vWNRR4j5hw1qOu4vH2fznG4aTmgP4LMtFNSWk+XtN0sxY91US8OGJLgQqsqBuLq5aaxq8Z2Hydn+TrsdexpQ+/Q3EL+2koYn8rDGes9wBXNyBkVPN9GwKRmz7sTv+kkLPR7/unUlAef2nHg1T/7AgtLfF7Zfycls39fsDSdHamy+zrN7nqrTvtNEyvdLJtbc52QDXQMAJhb+b7WWkaunLfQImse9TQFNLC8NOC8xYllbQt2TGZjdrsh283CskhYtUGiIy6ByXwkZvu0qmFcWUPtiERaljz6tNliwDnre09ZfmEXlJqsvfZVYK3lP11G0BFzaqGshjeG6EV4X1Q1damDMEE/Gkw3sfthKvDf/KGaS1xZR26CN/Ofpo+Vp/2887TweiMugYm9RQDobib+vgNrn8rRjd9H5TzVB+zjpa8wY0/i49zlr1nzSHksJ0dy0hZpWrX81o4WiF2spWmvxLzcnHuvD5dS9uJushJBhKSHEVeASBJX+Qu+/9as1hgp3sau8lPX3xql9JgHnu/bxD//iX3rwnw76AzRfeogdL6mdXTfu2cSqedE4//0w/VotpJgvrWH91l38OPdO/xdoTlS/5PseoqKJTVrGqq+vYtXXV7HCkkDc/LgwnWcP8tKzB+n3ltuzYoizrPCtuywpjrgvxAU3qRs8zPadr9CrBbu4IZY7732ITeW72FW+i11b17Pm6yu4Z0HwFtdu0uaXP8QCrdYWNyzgIe965Y+yNmgNIcRV4/VGjmo3+MrCHHY3a0P52gLeC56zsbm6A6cHiFKIX5lH+cveIX+bqP1hBpa5Cgy5cAZ0L2F+uFJr9uah59Ud2ANjCwFv7w0JGWxfq7szHXW/kplvVsPkfacax9fh7ASPZzp0VzfSpT3Qmpbk+Pfr5XLyUsy4j9VQ/4cRbvgnwBqvNodw9xwhVJfDI3HssdEyoD0ImizkVDSp+9tcR9HqeAzODmy/Dvf4Lq5q52zUd/ofcP2ddndQtr0RtUKhAdOiDIrqm7Xzs5m6sjysdxgx4ME5oDtB3Y2UeM9tDJhTAs7tl2spWh2P4uqkpqh7hDJjgtu/t4wiNaKEs6NGrZXp00HlP2vbNKVQ8MNQdURG46DllBoeMM4xAg6O/jxkSAlOVtN4TK03FHRetjdRviEF88UuaurORjaohJvGrTV0qImPYW4Keb7tNlO3OY342S66qjfT/d/6dVWNe72BRoX41UXUaeV+c30RGXco9O0v44h3ROdQRr1ujMx9qJT8PV24hoBZJpIyi6j15p/mOso2WIlXgIsO2io2YwvZfGyaDLRRc8yFcrs1IJ2bqP1hmrqPuOlpKBs2yuqkrzFjTGP3z4/Q7T2H7i2hqV37LXf6X104nt1MTYdTzYez47FuKPct1/5yLUWZFsyzgQ+dTG5MQSHE5eoSBJXA868/Yvcv+zkfUBZ6/uSk91+e5JEdhxn8/9u7/7iozjv/+6+EdPbrg2nzdRI30/ZmYhdMK7arrI3Ub8jGElKDmxSqhU0KTQO1gdigaVGzwrqSzYKbKG2FVCG1kKaw6UJNoWYZbYhNGlIXsy76bcUmwq6BO830thm/NsPD+57E5P7jnBlmDjPDTxHM+/l4zEM817lmzjlz5rrO+ZzrR+jKQwfZtuExnj3hYShk6kz/nzyc/HklJY89gzcsQxRDB9l23xaeeqkfz58shfAFP35s0Z+g/24vJWsf49meQc6ej5T3z0b25//dU5TelcdjP32F/j8M4bdO+3nezzsXxtQ2WETEGN/kmxW0v+YdLk8u+PH9n/BbLt+BKvK/VkXr4QG8lvLK7x2g50A95fm5wxew84soy04yugicdlPXNPIWrvc7tRzyYDZ/30ZOWGE5ynbNTzVmCGKAExEH34ht3PszXXxuygsraD46gC+0LvMO0PXDTRRudfP/ha4/aTkkJQD4OHVkvCElgG5qS8ppfHEAb+hkEue9DLzYSHlxFW5rPSVi6q5pD954hg3afbKR9fmbqD3Qi+ec5fd5zkPf4VaqC3IpfmJkO5HAb7v9t56w3xA+D70Hatn0jQrc19rNazM//rdD1gkY9+enU/GNNKOVxblummtGBnt8+x4OdvlzriqjNFr3qhgGftgdHBuU/m4ao86E5sO9tZCKp3sYCN1+v/G73FRYfnF+lz43Vfn5VO23HLcLPjyvddG4sZDyAzHK65P1FJfW4g4t9wGfp5f2qnyK90QeH2rYKPXGGHj3l5ObX0Xr4b6R3713gJ4DtWy6u5DqrrG/58Xhx721kE0/7GIgtGWR34fnt25qN+az/skIx2vSdcwYj7GvlU1b6uk2B/8GYz3vucCTeIzztCqf/KpWuk97g8OCBNcd7MG9p5zcuyvG/cBDRC4PV7hcrvetCwGcTicez9ieWtpsowdHVmxrZXNqPDDEKztz2DaFpc7cBQux//4kg2MJLsmY+cNqDRGZCuMpWy8L+TV03JuMbbCdwoLw5v0yDkvLaHo0Haevh9rsTbRb0+UD7bItV26rpO2hVOz46H40m/LpDh6LTFBRfSc5iUB/KxlF9dZkEZFZJ9a1xiVpqTTVzp5SQElEZCbKTHZhAwaOtSugNAn25Uk4Ad+rXQooyQeG6zPXmy2VvHgiDWIsIiIil9xlEVQSEZGZyEXyx+3AAD3tCilNRuZ8Y+rzU10KKckHRSr5f2VOq+7p45L3YhIREZGIFFQSEZGLJJMFHwfeOEF71DFFZHTmYOfnT3Ek5rTkIpcLO5mPlJoztPnpe7mJHusqIiIiMiMoqCQiIhdJPcUZGWR8rVpd3yali4rcDDLu3ESrNUlkNrqtgpaWBnaU5ZG5NClkGnMHSauKqNzbROlyY6m/v52aPSpBREREZioFlURERERkGn0Im8NFSnoBpY/WDU9P3tlC3bdzSJ1vzvn2xiFqS+uJMDeWiIiIzBBTElR6//2IE8iFeeHhHFatWsWqVVM785tcHGP5TkVERETG7blqap48RM+gF/95S9p5c4ryxzeR+7Uq3BpLSUREZEa7wuVyRYwexJoyzurKK6/kqquusi6WWezdd9/lvffesy4WkUkaT9kqIjIWKldERETkYop1rTElLZXee+89Lly4YF0ss9SFCxcUUBIRERERERGRmKYkqIQZiHj33XfVbWoWe//993n33XcVIBQRERERERGRUU1J9zcRERkbla0iMtVUroiIiMjFFOtaY8paKomIiIiIiIiIyAeHgkoiIiIiIiIiIjJuCiqJiIiIiIiIiMi4xRxTSUREREREREREPtiijakUM6gULZOIiEyMylYRmWoqV0RERORiinWtoe5vIiIiIiIiIiIybgoqiYiIiIiIiIjIuCmoJCIiIiIiIiIi46agkoiIiIiIiIiIjJuCSiIiIiIiIiIiMm4KKomIiIiIiIiIyLgpqCQiIiIiIiIiIuN2hcvlet+6EMDpdOLxeKyLY7ryyiuJi4vjiiuusCbJNHr//fe5cOEC7733njVJRC6xiZStIiKxqFwRERGRiynWtcaUtVSKi4vjqquuUkBpBrjiiiu46qqriIuLsyaJiIiIiIiIiEyJKQkqBVooycwSFxfHlVdOyVcsIiIiIiIiIhJmSiIOCijNXPpuRERERERERORimJKgkrq8zVz6bkRERERERETkYpiSoJKIiEwP+5I8Kva20HGwk87OTjoP1lEAcFsZTfs76TzYQsVtlky3VdLW2UlnZxuV1jQRkcmIVb7ESvsgm5Lj4iB9Qw1NbWZd0NlJy9Y0wEXezjY6Oztpqy3CZclVVG+uX19kSREREZkYBZVERGYJ++0VNDxaQNp8B7ZAz9Y4sAHpf70M5xwgzsGSv0635BQRGYOlZTSZAYrOH5WOCEjITJFM0e4myu5MxmkfXmqz2YBMbl5iLLQvTCFzOFlEROSiUFBJRGRWSGXj19JwxAHeHhrLcsnIyCAjo5h64NCvjuG9AFzwcuxXh6yZRURGlbpqCc7Afz6eSuHy8HSZGez3FpN1gw3wM3CgmsLsDDIyMsjeeghw03PSB4DvZA9ua2YREZEppqCSiMhscEsmyfMA/PR2PEzzEW94+nMV5K7MIGNlLhXPhSeJiIwunS8ucQA+vGf8gIMlq9TqcSbKW5aMDeDMEep3uhkwYkimAepLso0gU0k9A6FJl1QqOWU7aGjpoO5+a5qIiMxmCiqJiMwGcz5k3ETgxfObsDsIEZHJuzOTRVcD/gGe/3cPAPbPZJJlXU8uMTs2ozLA/8dTdFuTZ6wl3JqegsthbryIiFw2FFSaoVZsa6Wjo4OOjlrWWhNF5IPnE9dgjJLh462j1kQRkcnJuWURdsDf+xL17T1GCxf7ItLWWNeUS2sZzrnGX/7/86Y1UUREZNopqCQiIiLyQWYv4OZkY4yeE4db4XQj3f0ANhatKDAD2iIiIiIjKagkIjJjpVO5z5yJaU2SuSyJnMDsTJ2dtD1ijnky6SmqHaTfV0lDS0fwvTsPdtDWVENJusO6sohcRuxfTiHJBpw/wZF9AD6aj/UBYEtMIeciR5Uc6UVU7m6ibf9w2WaUP3VU5KcyogSyF1FnrtdUlmJNNeVR0zHKOvk1dHR20tlZR9GIfZxMmeggfYMxflBo3pa9FeSZM7ON2/115nuVkXq1sci+vGz4/TvrKDJXLao3l9UHlozTvHSKHmmgJfT76Gij6XslpM+zrhxb+iNt5nvkEKzF1oS8b2cdRcsraBn1+zQF1+1gR6AV3Yj6L9J310bT7rEcfzsp2aXUNLXRcXB4OztaGqi4OyVGgHX4M8Py7W+h4ZECUq2ri4hcRhRUEhH5oLNnUtbURFluavh4F3E27M5kssqaaCrLjHExLSKzl4uCW4yBn/2vHqHVXOr7cTe9fsCWzM1fd1nyTJVkch5toaUsh9QbnNjnhCTF2bA7k0i7t5KmpjIyQwsgXzM9/cafzk+mE3Hr1iwxAmUx1slZkmSMVdffQ3PoUHWTKRPnZVH5dAtld1rGD4qz4ZifRkFVHWWB6MoMZL+9jKYflZGz3IUj9Puw2XF+OouyHzVRdnvEPZ+4ww10v2H86UzOJFZYKX3VEiPI6DtB1z5rKkAyRbsjfXd2nDekUfBoAxVRtz+ZgtomdjyQSbLTji1uOMXmcJH29R001RaQHJqFkedLWL45DlzLU1kSur6IyGVmWoNKK/8xME6Q+Wpro7WxlocLV5IQb107gmtv5K4ttTT8pC3sfdp+0kD1t+5gcYz3mPvZuyjf1UDrvpDP399Ga2M1G764mKhZ4xeP/Mz9rTTsKueuv4ycKzgeUls1dzGXFd+spbktZHub63n43pssn7mCh38yvM7m1EBqIqtDj1ng9ZOHWRGWX0QuP4coX2NMFZ2xz2g1AH20ZpjLglNIT0YyRdUlpDttcMFLb0vI9NQF1bS/5gNsONNLqMqPdiEuIrPW/CxSEhju+hbga6Wn3w+Aa0lWxKDM5NjJfKSCoqVGqx/fa27qy3KDZVvuumpaj3rwAzZnOiXVRSE38z7crxqDifPxBeEBJ1PO8kXm5AbR1klnySeMNTyvuhmOKU2mTEyl7LslpM4D8NF3oJ7yu83yOruQ6pZevHFO0u9MGd62sdpTbB6bKrrPGYt8h6uCxysjo5h6a57xWljEzvXpOG3AmV5adxaSnZFBRkY2hTvb6fMBNifp66vIs+56FIe2GjPRZWS0EqzF9g3XYcZ2D9D6n+Y8dc4lZC0PfYdQWWR+xvhg79Gf0m5NBj765QpybgDP4UYqCszPDhz7C0Ccg7T1Oymab81pnI95C+2An4FDId/d3eU0HjbORfvCPMrKwtsdZW0tMs4XvPQ8WU5uYN+yC6nY46b3zNth64uIXG6mNaiU4LAEYWw24q9L5MYvb6D+qVrWfio8OVT8bZtpqH+Ye25OxPmR8KrY9hEnC29bx/Ynq7lnxHvEs3JzA43/eA83LXASb3kKFn/dQlYWb+fJ79zDwpAkAD61mu1PbB/5mXHxOBfcxD2VT1B+W+TAEhj7d936ajb/TSJzQ7Lb5iZwY245T2xbGT2YJSIyDVwbNpKTaFwMd3+3kPVPDE9P7Rt0U7uujPbTfsBG8q0FF+HGUkQupZSvpBq/62DXtwAfrUf78AMkpJK/NDRtCty5jaLlRkDJe7ia/HXVtB7xBpO9r7mpfyifjW0DRmApMYvikCDOwIu9GGElF0krg4tNgYCRB88ZY51F2ZZV5qdw/dUAHnpfNAMakywTXRuKSHcC+OltKqR4ZyvdZ8xE3wDuJ9ZT+N1uvDbb+INKF52Lks05RusubzfV31hP/YEBM9jmY+BALcVb2hkwW6/dOsWt1wZ++JLRMg4HyRlROovdmcYCO4CHYx2R5r2z40q007dvI/lbm+kaDHxxIccewJZE5v2WeQ2D56Ofvn0bKawK+e7OdNO8tZjaI8b7OZd9OWRWxEyWJZmBrher2dRkfgbG53btq2b93ZsmH/ATEZnBpjWotG/XFraUm6/te3nm5y9wfHDISJyTyOqHNnOjNRPA9Wv552+uwBkICP1pkJPdB3n258/yQs8gZy+Yy+MXcudXwq8sEgr/mftXOIOV99DgSV557lme/fkLHB88G1wv/lN3ctftwf8CCax94B4WmzNsDJ16gadqtrClfBdPvdDPEEDcXG667++5IzRbmAQ+n+7E//vjPFOzhS3llex9zswLzE1dy9//TWDdV9j7yPDxeaonsNYgBwPHLPT1yF5eCWQVEZmQVAo/Z9wY+A7XUX4gtP9HQC+17hPBG8ucEU93RWT2SiXrM04AfL1dwa5vAb6f9tDnB3CyZFWUG/0JsVPwBWO2Oc51U7c1tKVQuN7H6zlyBiOIc3PecJezo8/TZy5fsMQcWy5g6eeMgNEbPTz/hhEAcn0yfB175gKcAOde59+DM2pOpkwczus/2UrZk8MBslC+A+U0H430vpfY8kJuTgDw0f2DctyRNvFkLW4j8oPrr3Km9iFDSMs4R3JmxDGIAjMUMthNU7RZUAfdVO3ptS4FwHdgO+6TxmfYk5YxfEYMn4/+/vYo+X24n3jJCGSGzYro4MOhD6xFRD6ApjWodPbUcY73mK+XnmFv3WNsKcqh9IDZhPm6G1kdDLIMu/ErnyfRjAqd/d97Kb2riNKHd7G7bjePlReRd1clBweH8HTv5R/+4WBoTu5ZkWgGlM5yvKGUnKJStn13N7vrHmNLUR45/3SQwT95eKXhH9h2ICRr+lpW/oWRc+g/dnHvhsf4yYHjHO85yE8eK+HeH580LijiF/L5r0Zrb2TD9seDbFm7hb0HjnO852We+W5IXuJZeOtd5rpDDJ4YPj4eYwXAz1DgmIW+TgwGg1MiIhOy9FaSzG4aJ34VoxvdwQGzRYAdx4jWoCIya932RZaYZcCprgidiXyNdAdu9Jd8MeQmfLKySDEv7DxHf0qM0gfopvNVM0CTsCikhUg3v+ozIh/2T3wubByelJXJOAHPq4doPGa0trKuk5VsBo/6jgx//mTKxPlpZl4/fd2NUYNkAO2/MVpfzSQpn08yxio6d4Lnn7OmDnOfNq/Z7Q4WWRMnxUfjL04Yx21eMpkjusDlBWco7H2xkeG2ZeEGjkZPAx+NvWbq1R9lUTBCOXw+Dhxrjp7/dC+vnwOwcc1HA5lf4tQfjL8cy0uouHO0QdxFRC4/0xpUiubkD/+DQQDiuS4xwZJ6E1/4tNlcyH+Sg488w0nLGgy9zK6iHAoftqTd/AWSrzX+9P/uIP/00xE5Gfr1LoruKmSbJW3xZxPMrmkeun54cEQAZ+jp/Rz/E8bTrwVpltRh/d17R2zv0NO/MPOC7bpEbrKki4hMi/lzzVmV7KQ+FDobj+XVFhhPxc41n7C8h4jMWlkZZssP3ym69ltTDc3dZhe4qxeReac1dYLmOzHGUPbjHeixpo7Q9QczqGSzhQ2OfejYKWPbnMmkB1sMuUj/pBPw0vfLHmg7YQQJwtbJJPljRoDi1JGQYNpkysRPOcxt8+E1Lmqj+8PbMy6olOQwgyFXp1Jm3d+QV1u22T7p6mumtqUSwP4uTvmI3AUuP9Xomufvo/vJaCE7H2++Gi3N1PeWGfBz4AwEroLnIyStCcxWF+lVGpx5z3HdMjPzAI3/2mWM12Rzkrahhc6WBirvy8Q1xnGnRERmu+kNKsUnsPLuzWzfVU/zvjbazFfzdz4bnC72w3MTLZkW4jRjSvzfJ3nKGt2JZYGTQNbBk0+NCAzFstBpbtGfBjn+ujUV4AUG/2j8Fe+wBsIChvD2R/rUg8G8zHWOHMtJRGQ6/PmHZ+C4HiIyPXJISzbveu0plIy4gTZf9xozw4GdRV/IC3+LiVoQCMD4edts5TEh+44Fu+ct+IK5zJ7Jgo8D507xq8OAz82pN8x1AqN1LzXHU/L3cSx0HKnJlImfuMbcJy9vvmhNnPkcH57wnk+hdn561AgghneBs1OQaszU5/vN8zSH5JgSwfNxYnwHKih8qJHuwBhODhepuaU07GujYWvOyNniREQuM9MWVIq/bTMNT9Wz4asrWLwggblzbNjM19wE58UZsDpkSs/xstvMyvUjN7LZOvOa+Vr9F9ZcIiKzyNt+82m5B/fa0Nl4or+K91jfRERmI/u9N7NonGPB2BJTKZjM3XeAd8hsLWLjw9dZE8ejfXiGuhtyALB/NYWksG5tAxwyZ4pzJWYa/95idI9j8ET4DGKTKRMD43tixz7a2HOTuD69WHx+s+3UG24KI+znyNcUzDYXQXfHMaNr4bwlfPE2c6E9x+ye5uVYW4RumuMRDP758J4ylwXPRz89e6z7GfllnXnVd6yZ8oJssguqaT08YM40Z8d1SxE760NnLhQRufxMU1DpDv7+PnOg7QtD9L/wDHu3hw7a/YLZN30U/yOeaG2CIgpW8BA/Z1w58fpmWsNkEZEpNugd7gYw1TM7icgMZidnqdHygzNd1D60iU2xXk/3GsEWWzKpX52CqNLRQBckGw5X6EhHkaXMNT/z/NvDM2sB4KPVHCPH9oklpAfHSgrv1tbzyuv4QtbJTDIGJ/e8ahkgfDJl4n+HdKsaJa896aOTahlzMbz+VqCVjTPiINnT5mgT3YMYLeP+2hjFy/7VVJJtwJle3IetGUKNHqRMTzC+e86/ycBpc2HI+fjR6yfXqc836KZ+ayG5azbReMw4W22JOWzcMLn3FRGZyaYnqHT351kYD+Dn+I/upeSxvTzzUsig0//p4x1rnqBXGAw0jf7YYlaPZ5DYnsFgsMr5l6vH1c3sld8HLluGOP79VaxaFeP1wF5L7oB4HImR2mCtIMEc64k/eemzpIaLJ/566zIRkSnw4glePw9gY8Eyy/TKInL5ml/AzQuNFtneXjftR3voifX64fOcMGMOScsKpmAsHTcnzHGHnJ/JGiWIMTxDnf/0sZEz1LlPGdd6V1/P55bmsGS+bWS3tueOcer88DpJCQAeel+0DMk8mTLxuV4GjMjbKHldFCyd/BGcal2/ed0IHM5ZwLKpGjtrQgZoPGJcGduTbyUdFwXLkoyUf2+g27J2OBuuz8Q69qn8dZLZ8fJ0L+7g8kAXSeN8nJJvx9dD88ZGus8Z/3Vca+yDiMjlaHqCSnab2Uf9HfzekWMMLfz6Z2O0QDrOL187a/7tZOXWh7kjEJAZTc8v6Q+MXfSxlfz9P94RHGNpNIMv/c4MSMWz+Cvj+EyLxNS1I4JZ8V9aSfJHjL/9vz/JC5Z0gLPn3zb/crI4y/oOIiJToZWuXuNO0b40j8rboz07t5Py9Roq77MuF5HZyJWVYt44e+ntjH2bbmjH/RszqpSQSs5o3btGNUDj82brp3lplD6SGbXlTvIDRSwzZ2Tr+XmE0XROH6LXA+Akac0SFswBf3+3ZdydVo6d9hvrZC/h+jmApxf3iGnpJ1MmDnfFi5U3+f4yMqNf9F46+7rMwKGdlK9WEhh+agR7CgW1lRRZl4+DfU7ssI3vx930+o3B4W9dk0VKAkAf3T+MOi9bUPRjbydlYwlpgdn9fhE6Q98Arf9pvndCJmX3R++s5rizgpqHpm4eRBGRy8H0BJX6veYg2fEs/tsNrEwwWu/EJ9zEXdsa2H77Owyag2F/yHkTd92+mMULhsM/r9Ts43ggFjX3RtY1ttKwZzubi9exrngd64o3s31XLbX/vM4yk9orfO9nx4MDdM/97DqaWxuor9xs5lvHus3bqd1Vy/ZiyxxsPd/nX7vNYJb5mfXbNhjblrKYxSk3sbpwHRvW38Xi8Jwh/PivXcn2vdtZe7uZ51u1PFm42BxDaoiTz//EmgmA4y/2Ewyl3V5Na33I/n7rYap3Pcza0VuMi4jE1L7HbQ506yD1W03UbcwhdV4g1UHSqiIq9zax4+5krpmB44CIyHilkH+jeVM/aneiYYc6jpldz5ykfjV226Kx8DXV0W4GYRzLS2naXUpOmisYXHLckEnRo03szHZhA7yH69kecar7HtxGVAnnZ1KwAwO9I8fdaTe7yTmXpOAAfP/970Sad27iZaKPxn/pMh9IOkj9VgM1oTOAzUsl75Emdq5Jwtc/EN7tbkZop7bDnOnPkUrpj+ooXZManEiHeUlk3ldJw492kLfwmrCcY3OKt8xWO86bSshbEinwY/I18lKvH7Cz4EupuAD/yW6aRz1ofvx+B6nr69gRcuztCWnkPVJH5e1mi7fX3NRaZjsc2NVElxfARtKanTQ9WkRmQmAb7bjScij9XgtNG9Iss7oVsePpGsryM0kOrh/4vvNIuRrAx6kj4WMwiYhcTq5wuVzvWxcCOJ1OPJ4xjXSELTCodVQLWfv4dlb/ReT1/L97ime4i7s+FZL+X8+EdSuL/8t7+Metd5nd6KI4f5y9a7bwTNjCeBbf+4/8fe7CmIOB+//3XrL/LjwnLOSeHf/IXYti5IzwmSu2tbI5Nd7oOvdrDwv/V2LE2UTOdu/ivocPRpmVLp6V255gQ2q0tlV+jv8gmy0/sy4fyR8YfFFELrnxlK1h7q+jc00S0EdrpAFSb6uk7aFU7PjofjSb8tCbr1hpgP32MurWp+OMVFAFXPDStTOXiog3dSJyKY2rXFleQcsjaTgA74vl5D4ylpZKAKlUPF1ptPQ400X53RVGV6RY5UusNIxWLyWPVZJ1Q6zCB7xH66l4qJVea0JA8HMABmhfW0htYLycgPmlNO3NNAboxk/PnlVsCu0iF2IyZWLyvTVU5SdHbXnl729l409dVMU6LjGlU7mvjNSrwXe4asSA0QBF9Z3kJAL9rWQUhdcWsdLATmZZHSXpzojXrUFnuqi6u8IcCH3skr/dRM0qc0yjoCh12p07aNtgBAnBR8+ubDZZAkFBoefZE26uuTeHpCg74Pccora4CnekANXCAmq25xGYFDEyP30txRQ/EWg1VURdZw7RO7f58RyqpbjKMn6XiMgsE+taY3paKnGSvQ9t46mXBjkbGt84f5bBl/ay5ds/YeBc9FGVAIb+91OU3lvErn87zuBZP/6QQbgBOO/H//8GZu0INcTxJ0u5t2gXz/YMcvb8yDX85/0MRVgOJ3lqUw55jz3DK6c8DJ23JF/w43+HmBWv/9d/x46f94ftt/9PHk7+22M8EDWgBDDEwYfvY8uTL9P/h6ER++s/D7arw5eJiEyE70AV+V+rMmassZSFfu8APQfqKc8fefMkIrNP+qolZuuTsXZ9C+im/TfmxeS8JXx5Ksbd8fVQuy6XTY+76Rn0hl/r+H14XuumtSqX3FgBJULGTAJ44wTt1oASod3kGDnmksVkysTeJ9eTv7GRrtPh++P3DtCzv4r8ovrY+3JJ+XBX5ZNf1Ur3aS9hzyQv+PEO9uDeU07uBAJKAL3fKaairQ9v6DXxubcjB1v2/5RjZ8y/z53AHS2gZHW2nuKvVdH+Ww8+y/HvbqkiPz9KQAngZCPr8zdRe6AXzznL937OQ9/hVqoLckMCSgAv4T7Qw4DXcm8SPH/zyVdASUQuc9PUUml08QkLcZ4/OTwG0iwW2lLplZ05bJtIzTuF1FJJZOYYT9kqIjIWKlfk8jPcMm7UFnWjtYgTEZFJi3WtMU0tlUY3NHh5BJRERERERGQS7vwyS+YBDPDSj2MElERE5JKbMUElERERERH5oLNT8IVFxnhKgz2RuzOKiMiMoaCSiIiIiIjMDMvXc+tCmzFA97ONhI5gJCIiM4+CSiIiIiIiconZcd1eQt1D6TgBf7+bxn0a4lpEZKZTUElERERERC6RdCr3ddLZ2UbDxiyS7ICvl9bvzeSZ8kREJGBKgkrvvx9xArkPrBcezmHVqlWsWnXpZ37TdyMiIiIiM5efdwITFV/w432tnapvrKfxpGU1ERGZka5wuVwRow6xpoyzuvLKK7nqqqusi2UGePfdd3nvvfesi0XkEhlP2SoiMhYqV0RERORiinWtMSUtld577z0uXLhgXSyX2IULFxRQEhEREREREZGLYkqCSpgBjHfffVfdrWaA999/n3fffVeBPhERERERERG5aKak+5uIiIyNylYRmWoqV0RERORiinWtMWUtlURERERERERE5INDQSURERERERERERk3BZVERERERERERGTcYo6pJCIiIiIiIiIiH2zRxlSKGVSKlklERCZGZauITDWVKyIiInIxxbrWUPc3EREREREREREZNwWVRERERERERERk3BRUEhERERERERGRcVNQSURERERERERExk1BJRERERERERERGTcFlUREREREREREZNwUVBIRERERERERkXG7wuVyvW9dCOB0OvF4PNbFMV155ZXExcVxxRVXWJPkMvf+++9z4cIF3nvvPWuSiISYSNkqIhKLyhURERG5mGJda0xZS6W4uDiuuuoqBZQ+oK644gquuuoq4uLirEkiIiIiIiIichmakqBSoIWSSFxcHFdeOSWnlYiIiIiIiIjMYFNy96+AkoTS+SAiIiIiIiJy+ZuSoJK6vEkonQ8iIiIiIiIil78pCSqJiMj0sC/Jo2JvCx0HO+ns7KTzYB0FALeV0bS/k86DLVTcZsl0WyVtnZ10drZRaU2TKeQib2cbnZ2dtNUW4bKkFtWb31l9kSVFZBaLVb7ESpOLZvJlTTplP+qgs7OTlq3p1sQpkE7lPmMb2x65GO8/c0z+uxARmfkUVBIRmSXst1fQ8GgBafMd2AK9TOPABqT/9TKcc4A4B0v++vK+SJ+5Mrl5iR0A+8IUMq3JIjPd0jKaOs2b4B+VjgiMygfEbbey7OM2ABxLbkU1ioiIxKKgkojIrJDKxq+l4YgDvD00luWSkZFBRkYx9cChXx3DewG44OXYrw5ZM8u0cNNz0geA72QPbmuyyAyXumoJzsB/Pp5K4fLwdPmAeO55jp0x/vQeex7VKCIiEouCStNk7op1bN9VzcP33kS8NVFEZDS3ZJI8D8BPb8fDNB/xhqc/V0HuygwyVuZS8Vx4kkyXAepLssnIyCC7pJ4Ba7LIjJbOF5c4AB/eM37AwZJVaqNy+XGR+UAldU1ttFRE+34PUXF3BhkZGeQ+opCSiIjEdhkHlVbw8E866OiI8Hp8rXXli+v6dfzz5jtYvGAhN+Zu4h9zrStM1gzaVxG5OOZ8CKMzghfPb4zWMCIiU+bOTBZdDfgHeP7fPQDYP5NJlnU9meWSSPt8KklO+3A3ahERkUm4jINKU2UttWaApnXbCmvi2LjmYoyyAWDDdnVYqojI6D5xjVmO+HjrqDVRRGRycm5ZhB3w975EfXuP0dLOvoi0NdY1RURERIZdxkGlV9j7yBa2lAdeBxm0rjJdXnqGgyeGjL//+DLP/ot1hcmaQfsqIiIis4u9gJuTbYCfE4db4XQj3f0ANhatKAh5MCYiIiIS7jIOKg0xeOI4x3sCryH81lWmzUme2pTDqlWrWHVPJQfN+NLUmUn7KiJTZ3ja5c41SeayJHICszOFTsc86am7HaTfV0lDizGNdGdnJ50HO2hrqqEk3WFdeYrYSckupaapjY6Dw/vU0dJAxd0pkW9krftpTyFvawMtHcPb3LK3gjxzFjYA5qVT8r0m2kI+Y/T9cpC6ppQdjS10BN67s5POjjaavldC+jzr+gZNHy2zkf3LKSTZgPMnOLIPwEfzsT4AbIkp5ET8MU4dR3oRlbubaNsf8ls72EFbUx0V+amM+KXai6gz12sqS7GmmvKoMX+7UdfJr6Gjs5POzjqKxriP1t+4I72Emqa24e1ua6JmQ3rINttJubsivGztaKFhax4pkT7TWsZFc3+d+X51jKm0Ca5fRqrZYt6+vGx4m8I+b7juCdYxQSPTHOlFVO5tCSvH25rqopfjYzKB+iGa5RW0BM6Xb8ee09C1ocH8rAZK5oemTKxOiG74HK6735oWYkznwwTrb3sKWRtraNoXkq+zk459TdR8O1OzP4rImF3GQSURERkTeyZlTU2U5abichgjNwEQZ8PuTCarrImmsszxXcSPKpmC2iZ2PJBJsmVsD5vDRdrXd9BUW0ByaBaruEwqG3ZQcIuL4GbH2XDMT6OgaidFC8GeVkrDj8rI+rQTe8hnBParJj/SXmVRua+FyvszSUlwYAs5JNjsOD+dRVlDHUVhNxwis5WLgluSsQH+V4/Qai71/bibXj9gS+bmr1+s28tkch5toaUsh9QbnNjnhCTF2bA7k0i7t5KmpjIyQ3+qvmZ6+o0/nZ9Mj3zzu2aJESiLsU7OkiRjrLr+HponMFRd8v11NJVlkewM2Ti7k+Q7y6h7JBM7yeTsbGDH19PCy1abA9ctBeyoKyN1eOmsZByDHFLnO8LKcbszibSv76ChYiJ1xxTUD6EOt3PMGCYM5+KciOeCwUXOX5mp/d00ng4sn8F1wkTr74UF1DTtoOT2ZJxXh+4Q2K52knxTGoFHWSIio5meoFL6w7R2dNDR0crDf7OS8qfMQaT3NbD5tngWfrWa5v3msuZq7vlUaOaQQagjDjo9BWMeWX2jNmSw69UkmovjUzePHAi7o4Pab1jyxxo4u6OWSHsRsPZxc73GzSyOX8xd2+ppDRybjg5aG6vZ8DcLrdmmRvxi7tpSS8NP2oa3d38rDbvKuesvNWedyPQ7RPkaYwaejH1GqwHoozXDXJaRQfbWyc7Mk0xRdQnpThtc8NLbUk1htvneBdW0v+YDbDjTS6iKGICZCDuZj1SQt9AO+Bk4VE+5OdNQxt3lNB724AfsC/MoK4t2y2VjQWEJqbY+2qtyjbzZhVQfGDBaatqSyPm7HWxbn4krzkvPk+XkZmSQkZFL+ZPdeIyVSP7ytggDETu55mrgvIeelmrWFxgzuoW9/5wkMu8fmVNk1pmfRUoCw13fAnyt9PQb7Z5dS7Ji3IhPlFEOFC01WlL4XnNTX2b+ljMyyF1XTetRoyywOdMpqS4KCSL4cL9qRgk+viA84GTKWb7InNwg2jrpLPmEsYbnVTfjjildeysVa1x4DzeyySwzc8sa6TEn5nQsL6Lq0fUULHHgP+2m2ixHhstVwJlO0YapP7IR7Sk2j20V3eeMRb7DVcHjnZGRTfl4Zw79aC4Va5LgjW4aKwrJNt+ncGcrvWeMVRxpJey8bzz7OBX1g1UPTa+Y83F+PIWcaMGf+TmkfBxjltXDzSHnxEytEyZaf7so2ZxHst0YmN+9M/DdZZBxdzHVLd0MnH0nZH0RkdimJ6gUFE/S397DTdea/53jZMVXv8OD2QuZG3gKMXchq++7KyTPB9SceFZs/XvuSU0gPuQJTfx1C1n5ze3UfmOKA0ufWs32J7Zzz82JOD8S+qQjHueCm7in8gnKb1NgSeRy49qwkZxEG+Cl+7uFrH/CzYB5Je0bdFO7roz2034jAHNrwdTcWN65jaLlDsBP376NFFa10m3egHCmm+atxdQeMTbCuezLEYI+ADYcdg/tW4qpPWTexfkGcO9cT+Mxcwc+nkKKw0fPE4VsaurGWMtLd1M5ZQfNGwz7ApZF6FLw1slmNt2dz6Yn3PQOBg7IAO6dFbSbN9r25DRywrOJzDopX0k1ftfBrm8BPlqP9hk3zAmp5C8NTZsCwXIAvIeryV9XTesR87cMeF9zU/9QPhvbjJt2W2IWxSE3xgMv9mKElVwkrQwuNgUCRh48Z4x1FmVbVpmfwvVXA3jofdEsD8bjage2I7UUb22mxywivEea2bTNbW6XneSlSdjecLNxbTVusxwxytXGYB5XcoRWJLOEfX4S9v5WNn6tnOauATMI42PgQD3rv1FNtxfARtKqkijleARTUj+MNBAYfB4nKV+J3B0y5SspOAF8J3j+yfAw40ysEyZcf9uHA8m9LeupPhD47oAzfbifKKdwbQWTfWQlIh8c0xxUgrn+I2zJyWHLIfMJ07UOvA15rPr2swyaAwHZ5rpYHJZrmv3sexEHvR7qeSpk+fDrez+z5B8xcPYWDo535OyPLObzn4pn6NRB9m7fwpbyXTzTYzydARuJX3qQdddbM01UAmsfuIfFc43/DZ16gadqjM986oV+hgDi5nLTfX/PHZacIjKbpVL4OeMy03e4jvID4RfRhl5q3SeCN5ZRn/COmZ2CL5izTPW3U7Wn17qC0QrhiZeMG7MYs0/5ftNO7ckRS2ntPDF8gTz4PLX7Ru7XQPuJ4I3fNSPa+NdTXjJ80xdugObfmPXXnA+PHOtFZFZJJeszTgB8vV3Brm8Bvp/20OcHcLJk1VhbhYzFcDnAuW7qtkZvKdT7eD1HzmDcGN+cNxyAOfo8febyBUss4/4s/ZwRMHqjh+ffMG6qXZ8MX8eeucAIIJx7nX+f0IyaAzz/RITtPllPd7DblI+en1YzspRr54hxYOFaF8usybPGAO7t9RH2D/C52d7Ra9QdUYL3I01d/TBCcPB5cCZnMjKsFPJbeLWL9rC0mVgnTKL+/uSHh1vxiYhMgWkPKg0NHuf40BDHzwVGq/bQ/29n4Xe9eP5fc9GceMz4xqXxx/7Ig177PSHLh1/9fwzPPnLg7OMMjbsVqY13freXezfs4pmXjnO85yB7ywupfMGsuEjgs387RaG39LWs/Aujehn6j13cu+ExfnLA+MyfPFbCvT8+aRyD+IV8/qtqrSRy2Vh6K0nzAHyc+FWMZ5IHB4IBGEdY9+SJyCIl0ShvBo41m0+OIzjdy+vnAGxc89HIz/E9/eGX/UEHAtsLnlNdkT/j9ABvnjf+dH7MOhBtbL433zLrBSeuMd0oicxQt32RJWYZcKorwu/J10i32QrDseSLjO+XEstwOeA5+tNRWkR00/mq2YIpYVFIy5RuftVn3EjbP/G5sCBByspknIDn1UM0HjNaW1nXyUo2b8j7jozy+VF4B+gJBo9C+TjxpnmD7x/g2H5ruqH79+Y+XX0NC6yJs8XpnpBxh0byPXnCLH/tfPSTkcvxcFNXP4zko/mwGeRyJpNpbXm3PJPkeQBejrVF+C3EcEnqhMnU30dPYJyiNpKzqygIndhCRGQCpj2oJGM1RO8vnjFaCYV45fv/EWw55fz4jZbUiVn82QSMUJGHrh8eHPGZQ0/v5/ifMJ70LUizpIrIrDV/rvlU1U7qQyGz2VhfbYHxVOxc8wnLe4zXfGdwUO2kNSEzJo14lQZnKHJcF+k5vo+3/tu6bCTf2R7rItNb+INPDKKwu0helUfJA2Xs2F1HQ1MbHfs76Lw/RU955bKQlWG2FvKdoitK8KO52+wCd/UiMu+0pk5QsBzw4x2I9hsd1vUHMwBjs4V1FTt07FQwSJAebEXpIv2TTsBL3y97oM0MbIStk0nyx2yAn1NHxhdACDr7Jl3WZVbn3+ZN6zLTwPlILUtmF9+bIa1CIzrFW+b4TZHLcYspqx8i8z3ZHWx5l7wyvK1S+qolRn34RjcNh8OShs2kOmFS9Xc7jQfN37U9mbydbbQ11VC6JsJMiyIiY6Cg0ozlYTDSg4ehXjx/Mv++9jpusiRPxEKnWYX8aZDjr1tTAV5g0GyNFe9IsCaKyGz155egCfwCxywYPySZnEcaaNvXQM23C8jKTiflhiRcTju2OTa4YF1fZDbKIS3Z/DXaUyix3owGXvcaM8OBnUVfyAt/i4kKlgN+3v6DNXEc9h0LBgkWfMFcZs9kwceBc6f41WHA5+bUG+Y6gdG6l5rjKfn7OBY2jpRcUhe9fmjm+d8YYbDwLnDp3Gr+Fgb+szVCC6kZWCdMsv7u3VNMflU7fWa81u5MJvP+Slr2t1DzQNpF/h5E5HKjoNJsFmfjQ9ZlE2APzI36kRvZPGK2OuO1+i+suURk1nvbbzbZ9+BeG5gBKPareI/1TcbJO2Q+2fbTs2fk+0d6TX6Gu/Gwk1e7k6LlLuxx4PP00X2glfpHNrHpQXOGnJ3dozydF5n57PfezKI51qWx2RJTKZiKu81gOWDjw9dZE8ejfXiGuhuMIZLtX00hKaxb2wCHzJniXImZxr+3GN3jGDxhGTtHptYCY9Y0wHc2MINpDNNQP7R3nTI+I7QL3J2ZLLoa8Pfy0g+tIaUZWidMQf3tPVRLcW4GuWX1uH/rwXcBmOMgObuChkdm7wDyIjL9Zn9QKd42qUi9gNc3Wh8QEbksDXrNC2EHTuv4EhfL0beCN5MfvX5K5pKbWkvXk7nQ6BYz0Lae7PxiynfW0/piDz2/NWfI+YjqHZnt7OQsTTLO4zNd1D60iU2xXk+bY9HYkkn96hTcaoaUAw7XyCGTrVLmmp95/m1zFscAH629RhDA9oklpAfHSgrv1tbzyuv4QtbJTDIGZPa8GmGg7UstGFiJ3d04eEwuIdv//Kh1UbjbXEbwDj9vvm4N1kQwHfXDfjcnzhHWBS4rbYE5OHg3jdYT4qLVCb5gF2zHdTGGlrguSoukKay/vUdaqX4wn+z8KtzmrEmO5UVsm6ruriJy2ZtdQaU4mzn2T4gvJDCph1zj8KE509nT2ElCpBEx45NwfMT8+4+DvGBJnohXAoNFMsTx769i1aoYrwf2WnKLyKz14glePw9gY8GysU7MPFmBrijg/ExgrIcZZFngJmiA7scjzTwEqcnXR77IF5kt5hdw80LjLPb2umk/2kNPrNcPn+eEebOdtCxkavIJc3PCHCDS+ZksYs8rNzwrl//0sZEz1LlPGQMRX309n1uaw5L5tpHd2p47xqnzw+skJQB46H1xDIGO6RYMrID92mgBNxdpC4xjcinZEpaEDJw+UurnjGAN/j56D1pTI5mO+uEQPz9mXPca516gG6iPE79otq58EeuEN3nbnCzCfk306ZyzPuOK/N4Xo/4+c4jqEndwcPUP/1/WFUREIpsFQaV38Af6Kn80kTVhUaWFrL11YeTCdgQvPrPw5rpE7rCkRjf8JMGWeCOrR0S1LpZ4kr+wekQQbeHX/xeJ5t+egVcsqQHj29fBl35nzgwRz+KvPMwd11rXEJHLUytdveYz8aV5VN4e7cm3nZSv11B5n3X5RAzQ+p/mjVxCJmX3J1tXCHLcWUHNQ5Gi69PBjn2hdRmwsIiC5dP5gEFk6rmyUswbdi+9nd3W5AjacZtj0YRNTT5hAzQ+b7Z+mpdGaYyuNskPFLHMnOWq5+cRbvpPH6LXA+Akac0SFswxWpyEr9nKsdN+Y53sJVw/B/D04j4attIMcYQBc/pK59IvExgGKpR9TQm3TsEQl7Y511gXjY89hbwo3519SSkltxhlpe83z49sARTR9NQP3R3HjOveeUncev8yoxvomWP8NMpg9YaprhMO0ft74wbDlngrJRHfu5ScpZGOLpeo/hYRiWwWBJVe5vhpcz4y20LueqqZ6s3rWFe8meqntrOaweBsaB9yLmP1zYtJjBgUOUh/YAqO+MWsfaqWh7+1jnXF69hcWU/Dns1RBr3ez/H/MqNK8YtZ+1Qztds2sK44kLeW2o3hYZv4hIUsTlkc9ooPDn5kIz4sLZG5YbkD/HzoU2t5ctcGVt+8mMUpK1lb2cD22wNPpgb5j389bskTMM597fk+/9p91vh77o2sa2ylftsG7ro9sI03sbpwHRvW38Xi0HwiMuu173GbA906SP1WE3Ubc0idF0h1kLSqiMq9Tey4O5lr4sKy4vp2kzGQ777KcU01PrCriS4vgI2kNTtperSIzITABbEdV1oOpd9roWlDGq5o18kXy5HA9MtObi2vJG9Z4GbBQeqaMhoey8Hl85pjWYjMRink32i2ATnTizvaTFcWhzqOmV3PnKR+NXbborHwNdXRbo6H5FheStPuUnLSXMEAheOGTIoebWJnttFSw3u4nu3Phb2FqQe3EVXC+ZkU7MBA78iRktrNbnLOJSk4AN9//zujzzt3KfTQ9IoZWLk6lZK6kHLI7iJzQx1N96fAuTFFaSI4woA5+YotOYuy9IkERAx+vx/H8hLqQstwu4u0/ErqqjKNFj7+Ptx7Rn4f0UxL/XC0ie5BACdL/tpoZeTtdRMxvHoR64TmX5iz59lcZG2vo+T2wPnvIDW/kqbqTBznfFHfe8L1920VNOytpGRNGknB9cGekEnJY7eaAecBTriH00REYpkFQSV49scHMa87YM5cFq64gzu+uIKF1w7xSvsv8ZqtcmzXr2Dtlu08+KXQ3AFDPP38cczwFLZrE7nxtju444t3sCIlAef1CUR6SABDPPXEs2Gfn5i6kju+GMibSOKnEgl9YHRj4T+yvXJ72GtlcIUEVoalPciakLzDBjn+H2eJX7CStVu2s71yA6tTnGarLD/9P/seuyPO1MYE9nWIgw//Ez85YeaIiychdSX3rA9sYzlrv3wHK29ZHGwlJSKXidP1bKw5hMcPxNlJur2IyqcDMz+1UPftHFLn2+GCF49lnNXAuCS+3ufNAXHH6hAV25oxHrLacC7NobQxMH10Gw0VRWR+2oENP57BMQzuOpWO1tB82Lh1tjlTKahqCR6LyvvTcZ3vprbBnMZcZDZansUS8/lU1BvpSA676T1j/OlIzhyly9pY9FJfWk77a8avyX5DJkUVDbSZs8617C4lZ6lx3eM9Wk/F1ujjHwXHTJpjM2+GR64Z6CZnrOPn1LHxlVrTaWBXPe3m2DZh5VBbA6V3JmHzHKL+l2ZzpnHz0fyLHjOY4SS9LFDGtVF5m3Xd2PxHG2ntJ7wMb2ug4t5UnDbA7+FQzUbqT1tzxjId9cMA7ceMwJ1jngMY4KUfR/klXMw6Yf/DNB81z1V7ElkbA+d/C5X3puL099L6ryeiv/eE6+8P4ZifStb9FdQF1++krbGUrBuMroC9TTupHdf3JiIfZLMiqMTv9vJ3//AUrwwODXeFGxrklYZ/YttzXvzvWNaPYuhnW/iHhpcZPBtePPvPD+F53YPvY2GLh/1uLyVrH+PZnkHOnrcU7Rf8+Pmzi9Lve/Cf/om93YMMhUxV6j87yMtPbuPvfnAydNURxr+vJ3lqUw55jz3DK6c8DAW6zwVc8ON/hzF2NRSR2cR3oIr8r1XRengAr6WM83sH6DlQT3l+LhVhrQQC45L4OHVkAjdnJxtZn7+J2gO9eM5ZPvOch77DrVQX5FL8xHSPeeLDvbWQiqd7GAjdLr+XgRcb2VRYjvtSTB8tMkXSVy3BaGsx1q5vAd20/8YMZMxbwpenYhBfXw+163LZ9LibnkHv8DUegN+H57VuWqtyyX2olcij2ZgCYyYBvHGC9kg3w8FuckbrmbAxl2acbmpLyml8cSD44BSA80Y5VF5cNalyyLdvE2VPdDMQGns778UbPgr6GLxFfVE+Vft78Vjea+BwK1Vfy6fqwMgA36imoX4Y+GE3wThLfzeNkc4ZuMh1go/WhwqN4xf23j48v22n6hvraTQ7EkQzofr7sJv2w30jji3nvQwcdVO7MZ/1T8b8xYmIhLnC5XK9b10I4HQ68XjG9hTEFpiS/pKIJ2GRE9+JfkYpd2eFtY93sPovAPp5ZlUJs3VYbH9gICoRCTOesnVGW1pG06PpOH091GZv0rTcIpfQZVOuyCyQTuW+MlKvBt/hKrK3TuChgoiIzDqxrjVmR0ulmIYYvEwCSiIis4V9eRJOwPdqlwJKIiIiIiIfUJdBUElERKZb5nyn0fWtSyElEREREZEPKgWVRERknNJY5LLB+VMciTkFs4iIiIiIXM4UVBIRkXHqoiI3g4w7N9FqTRIRERERkQ+MKQkqvf9+xLG+5QNK54OIiIiIiIjI5W9KgkoXLkx4Lk2x2PvAKlatWsWqWTzzm84HERERERERkcvfFS6XK2KzklhTxkUSFxdHXFycdbF8wFy4cEFBJZEYxlu2ioiMRuWKiIiIXEyxrjWmpKUSZjDh3XffVdenD6j333+fd999VwElERERERERkQ+IKWupJCIio1PZKiJTTeWKiIiIXEyxrjWmrKWSiIiIiIiIiIh8cCioJCIiIiIiIiIi46agkoiIiIiIiIiIjFvMMZVEREREREREROSDLdqYSjGDStEyiYjIxKhsFZGppnJFRERELqZY1xrq/iYiIiIiIiIiIuOmoJKIiIiIiIiIiIybgkoiIiIiIiIiIjJuCiqJiIiIiIiIiMi4KagkIiIiIiIiIiLjpqCSiIiIiIiIiIiMm4JKIiIiIiIiIiIyble4XK73rQsBnE4nHo/HujimK6+8kri4OK644gprkswC77//PhcuXOC9996zJonIFJlI2SoiEovKFREREbmYYl1rTFlLpbi4OK666ioFlGaxK664gquuuoq4uDhrkoiIiIiIiIhImCkJKgVaKMnlIS4ujiuvnJJTQ0REREREREQuU1MSOVBA6fKj71REREREREREYpmSoJK6vF1+9J2KiIiIiIiISCxTElQSEZGZJp3KfZ10dnbS9ki6NXFmur+Ozs5OOjvrKLKmxXJbJW2dnXR2tlF5mzVRLroYx9+Vv4O2g510ttVQND88TWQmKKo3ysnO+nGVOpdOjN/bTJD+SJtxPPdVMktqHhERmSQFlUREROSiyLw5BXscYE8mJdOaKpdUMIgb+dWxr4majTmkzrNmFBERERmmoJKIiIhcFO6jvfguAL5eetzWVJnJbFc7Sb69iMofNVF2u92aLCIiIgIKKomIiMjFMvDEerJXZpCRvZ7609ZUmRkGcD+0iU0hr+on3XSf9hnJNifpG+soXWjNJ3Kpuch8oJK6pjZaKi5OZzvX7SVU7m6i7ekKdecTEYliVgSV1j7eQUdHBx0dtay1Js5AK7a1zsDtXUtth3kcH585WyUiIiKXkh/f0R56Ql7upmrK12azfl8ffgCc3LquALVXkpklibTPp5LktGO7SJMWJ910K6k3OLHbPmRNEhER06wIKomIiIjI9OrdU4V70PjblphClnUFERER+cBTUElEREREIhig65TH+NPmwKkZ/ERERMTiCpfL9b51IYDT6cTjMS8kRmGz2ayLptTaxztY/RcA/TyzqoS91hVmmBXbWtmcGj/DtncttR2rSQT4r2dY9cDoW+X3G43eRWTqjKdsjcSekEnBAzncnOzEMWe47PV7Bzjx763UfsfNAADpVO4rI/Vq8B2uInvrIRzpJVQU3kqy0+zEcsGPd/AI7Y/vpPmYOX5KJPPSKVqfz61LXDjmmMv8PjyvPU9DZS2HzljWD+MgNX89BbcvwTUvpIuC34fn9Amef7KcxiPmsvvr6FyTBPTRmlFMfci7ACTfX8fONUnYAP+gm6qSarp85hTbD6Vix0f3o9mUP+cg/b5S8jNScDnMY3TBh+fkS7Q+WU97rH0FHOlFlH75ZhYlOLEH9veCH9+ZAY4daKSmqRtvWI5UypoqSXcCvh7q8zfROuIj7OTsbKJoiR38fbSuK57kGEPW79dDztaN5KS5cMQBr7WSsS5wBO24bs+j6Isj92lM3z8O0jdsIf+mRSHHMyTvvC2W4x+SdZTv1GAnJbuIr2Slsug6B8FLigt+vL8/wUv/WkvjgQFibeEH3YTKlTF9N6HrWb5fS/7mtBKqigPli5euR3KpeDH0jSL9Lv34zvTxfEMFtYfCf1WTYneR+fUScm5ahPNq23C5c97LQG83rXuqcZu/v6L6TnISgf5WMorqsS/JY+MDWSxLcBj5xryNk9s/x7I81t+byZII5c6JzkbKn+w2lo0o70LfBey3V9KwMRUHgLeH+m2baD1pWWdJFkX35nDzDU7sgd/beS8DR9qp/W4zPbF+bPPSKdmYz83JIfVBSN65D7VRttwO57qpWlPOIUv20TjSiyj9yq2kfCykLPD78f6+B/cTZn0RPPeiGXls7AmZ5N2Xxc3JLpxXh9edR35Wy86ne0LKmCLqOnOI+QlmvRpmUnWliMjMFutaQy2VRERmBTtp326gpbGUrKWusIASgM3hIuWmtCgXwX9GZlkTTWVZwwElgDgbjvlpFFTtpCjKILz228to+lEZOctDLpIBbHacn86iLNbMUAtz2PF0C5X3po0c88Jmx3lDKqlLQ5bFYL+9kgozoIS3m9pAQGmEZIp2N1GWmzp8YwcQZ8f56UxKHm2gItr2kkzOoy20lOUYY2iE7m+cDbszibR7K2lqKiMz7C26qfpRlxFosqeQtT41NNFw20ZyltgBP31tVZMMKFn9GZmPVFB0ixlQAgge6xRK9rbQsDHyPjnmp1HwaAMVt4UsDzUvi8qnWyi7M+RGmdBzp46yyCfd2NjTKN3bwo4HMklJCLmJxPyMhBSyNjbQVFtAckiSTJ+06xzmXx4GLAGMoIVF7AwrX2x8KPS7tGdS1hTpd2nD7kwmq6yJprLMKRmzyZ5WSsPTDZSa52xYuTPHgWvpzaQtCFkWIvneGpp2FpA23wwoEbqNdVRGKzsmtX9muVNVQFqE36jdmUTq8iUhC2NYWMTO9WZAyd9Ha4SAkrGPJWR+OiSghHlsbilgR1MNBVHqA8edlbQ0lZl1UEiCmbeyrowoh3YM7GY9lUPqfEtZYLPhmD/2+sIq5QGj7sxZnhQWUMKsO9O+voOGrZMbhntSdaWIyCw3/UGl+ARWfnM79c1ttO0PDMDdQce+Zuq3rWXFtdYMFvE3sW5HA62BvPvbaK1/mLv+Mt66Zoi5rDA/M/h5+9tort/OuhVzrStbxJNw2zq21zfT1hayvfvbaN7zMGtHzR9B+sO0mu/Tum2FNRWAuSvMzww5Rm3N9Wz/5gpifeLCv9lAbeh+tjVT/607YuYRkZkv+f6dlK1yGUGVc320f6eY3IwMMjIyyLi7mOqWHgb+9I41m8GVR1G6E/9r7VQXZJt5ymk87DEG4bUlkfVgES5rvoVF7FyfjtMGnOmldWch2RkZZGRkU7iznT6fOTPU+iryrNfK9kwqHy4iZR6AH8/hRioCn52RTWFFPe7XvPgvWPJFEnqj5O2m9pvluCMGlOCjX64g5wbCPy+7kOqWXrwXgDgHaet3UjSiG4/dCMwsNW6gfa+5qS/LNbc3g9x11bQeNY6XzZlOSXVReJDjuZ00HjE2yplWYHn/ZErz03AA/tNuap4w2pJNmT/Pomi5nYED1RRmm+dEUaDdyVycc21wwUffgXoq1gX2KZfyJ3uMQFicg7SvlIz8/kml7LslpM4DMPKX322+f+CYxjlJvzPFOC/HLZmi6jIy59uMc+Ro6/D5GTxHjGNqX5hHxSPRbsrl4kkl45NmUMkzQKBRYTg7KQ9mkeTroTH4mwltJZJMUXUJ6U4bXPDS2zJ8nmYXVNP+mg+w4UwvoSp/kt/wwiJ2lmXimmO0TuzbX01x4JzNyKX4O630DHqJWFL+j5spy0/G9kb38H5kF1K9v89sweIg9RtbIswANpn9Cy93/G9001gRKGczyC6ooP5AH96xNBy3Z1L5cA5JNiOg1F62kXprC6XbK6nIT8YO+E8fCinjcil/shuPH7Ank1dexojQ+PIyajakGoFrXx/uPeXBOii7oJrW33qxOdPJWjqx0oA7t1GU7sQGeI81Dpc1gbLgt17eDtQXe4rNtCq6zxmLfIerguV1+PkHc69zYAuU648M1525ZY30mA3IHLfkUxIst+spNtepOmxWNue6qQq+f0Z4K6XJ1JUiIpeB6Q0qfeoeqn9Yz4a/WUzCXOvTo7kkpK5m894GNt8WPUCUWPYgdyxyEh/yBCk+4Ubu+cd/Zu2nLCtjBKE21Dey2fzMoDgbcxMWc8fmRmq/EeWRDAu5Z8eT1H/rDhYnzB3xBHXu9TeyenMjDZtXEn2LR4q/wRlc3/uHV6yp3LS+nsbN5meGHCPb3AQW/81mGnetJdIWL/xGLdu/uZLE0P20zSXhtnVUb74udFURmU2Wl1EW6PbV38r6NcXUdvQNd8E604f7iU0UFlRE7Gpg/7gT/+Fq8tfV4h40L5DPdNO8tYz2fuNuxZaYYml946Jks3mD4u2m+hvrqQ92QfIxcKCW4i3tDPgBWzK3fj00JGEnb3sJqUYUiO6dueRvbaYr8Nn4GOhqpXpdLuufCMkWycICarYP3yi1biunPWoXAjuuRDt9+zaGf55vAPcT6yn8rtltzZZE5v2WIYfv3EbRcuPGznu4mvx11bQeGe6u4n3NTf1D+WxsGzACS4lZFIfdIPpwV7XS6zff/4GcYADEnl/MrR8H8PB8dS29Ibmmgj0xCf/hWtbvdDMQIdg2NNhFbX42xTtb6XotsE9eups2URe4YUpIJccSaHNtKDK69OGnt6mQ4p2tdAeOfegxtdkmFFRybdhITqIRUOrbt5H8h+qHz8/gOZJPtRmscyzPY/3ysLeQi8pOygMFLJtn/M/zn230WFcBwElSwgCt2zbRHPKbCRj+nr10f7eQ9U8Mn6e+QTe168poP+0HbCTfWhAhuDlWqZSVh5QVD2ZTvMtNX7C88NLXUc+mgkIqIrW4+rgTR38rG79WPrwfvgHcu4qpCfxOrl7ErZZWfZPZP3t+FSUh5U7u18pp7hru6ukb7KJ1ZzG5JVE7JxrsmZTVhZS5NRupHdGlNYttxUZw3t/fysa1VSFlnJfupnKKa7qNz3Yu48t3huZ1UXJfOkZx0EvzN4qp3jfcDdg36Kb+wUKqD3snPCRG5vIFRpl5povqjc3DZU2gLHgwl02j1RfR+Abo2pVL9rpqWl8crju9R5rZ9ANzn3GRunoiZ99k6koRkcvDNAaVVlC+9S4WfsT87/mzDPa8wLM/f5aD3f14hszlNicrVn/NqLhGcJKU+CE8Pc+yd/sWtmzfywuvm49vbIms/Ood1gys2PggKxOMCs7/++M8+4NKtpRXsvffjhtPZLCR+KUHWXe9NSes+Pu/565FgfCPn7OvH+eFnz/Ls8+9Qv8fghuMc8VqvvaxkIwxxXP3pxPMvz30dwfex5S+mQdvTzAu0M97OP5ve6ks30LlD57l+B/Mm78Fq3nwm4H3MF2/jge/lGhe2Pvx9DzDrnLjGB08NYTzxiVRjqmIzHRZ2cuGL+ZL68cflPD34n7UHWFMmgHqXxqeMtwVesO+vJCbEwB8dP8gSsugk7W4e43crr/KGb5Zml/ArQuN0shzqJryA5Eyj4E9k8qH80i2mzeJpcUjnryPMOimak/kI+Q7sB33SWN77UnLQloc2Cn4wiLjhuZcN3VbIx0rQ+/j9Rw5g3GDeHNeeMsZXzM724zjaV+SZQRA7Dls+3IyNsDTUUX1aNs/EVG/X4BDVD1YETUQd+jlE2Y+O46wfiupFH7O+Eb9J1spe3JksADAd6Cc5qORPzm2kPfvb4/6nRnBunYjWIeTZatGthORKWZ3kbyqiMq9TezIDnQ57aLhO9G+I/Aebozy2xz+nn2H66KUBb3Uuk8Y5VCE4OaY3flllgWCoP8yspXO6LwceTJy+Xqo7QjGKBJ2rgnr7jmZ/XNRcKtRNuA5RHWMcie2kJZSeOneWRhxO+z33soisyxt3x55P30H6nnpDQA7i27JGU4I1gd+elvKaIxYnvhwbx1lPKYYHB+eWDBqLA49up6K/ZHLMJ7r4oTZ2sk+dwJ9eSdTV4qIXCamLagU/9U7udHsg+UfPEjlPXkUlT/G7rrd7Hq4hMKcUvb+77MMnXqWyo27zcrbKh5Ofo/C8t0889Jxjr/0DI/dv5fjZlwmPvFGwjqTxa9lTaoRFPK//ixb1m5h989e5njPyzzz/S0Ubn/B/JwEbvrKjaE5If4e7vxscIM5+E955N2/hcfqdrP7u9soKcihtOE4Z//Uz7P/9G12/z48e1Sp3+R//YX59x9+x8Gwx37xrF19o9GKyT/Is+WFbPn+M7zcc5yXf7abLQWVvPAHY82E1HsI3eLFf/tZgqGqFyopLN/LwR7jGO3acC97+xlXayoRmSkyWZZkhC58R9tojnTBOprTJ2iMlu+kx3xqG36zlPL5JKO72bkTPB/pqb7Jfdosre0OFpnL7HekmBfNfbxUYw4uO27GjVKqA7jgpatmbDeJA0cbzYHKI/HR2GumXv1R4wYLgCxSEs0g2NGfRmztNaybzlfNm5OERSOmWB94ogb3aT/gJO0reaStzyLFbtw01sa4KZ+U35+KMDD4GP3OGwwqhd0sz08jyey62NfdGPNmt/03RuutcVl66/D7v1Qf4zsDfI2cMMegsn/ic6RY02WSksjp7KQz8GproObbOaTON34gfk8Xtd+M3ArS4OPUK1F+58Hv2ceJX0V/Bw4OBIM2jkitzscg2NLlXA9tTbHO2Ci8vXQeti40HX092AXN+bGQwOZk9s+eRYp54db3cg1RjuAojO5zwy3+KiIGlACylpoBwsEemqOO6TZA7xtGftv/dAaD5q7lZn3g76P7ycjvb2jn2OC4SwMAXuoz65J5yyjZmmV83rQ4gdfcJfufj39EqMnUlSIil4tpCyrd/dmFZiuas7zSsIuXLQ104CTP/F0eORt2R0gL8PDKz1+wLHuWfjPQwkcc4YPUfnGhGWjxc/IXuxlxP9L9fX79X8afc11mMCfgb2/EfNDO2e697Pr1yI06+dMt5N1Vwu4IaRFdewcPr19hthjy0//rpzketsKdLPy/jL/8vzvI7t+FJQKv8P1f9xt/XuvixpANvtEVaIfUz6+/b+1SN8Qzv+hljFspIjOJPYmPXm386RmMcdMSg++tU9ZFw46+FTFgkOQwL+mvTqUs9IbT8mrLNp+5Xn1N8OnrzR8z83o9nIj05qOykVQVuFEyupRURLlRCufjzVdHWa8vsL8OnIGWWfOdGGPr+vEORO7gE6rrD2ZQyWaLMMZPL7XVz+MBbAsLqEh3Al66flQ1wZvG0fn/jyfidxjOQdItORQ9UErl9+qoa2yhY38HnXszI7di/ZTD3Dcf3kFrosUf3h5/UGn+XPOm0YtnROU80qm3zD2cE68xAqeJ3ztAd0sV+fnRW7oZfHhHXK+Ygt+zndSHRpYfw4GsLLP8sHPNJ4azF9VHWDf4aqMy2BXNTtKfm7/GPwzECIDFcPZNuqzLgt7k7fPWZZPcvzTn8G+gd/RfcCQf/vxOs/uc0YW0OGqLPxfOj5gXtYk5tFm3L+RVusw8jnOdLDNzL7rWXObz8rq5LJo3/8+4SwMABn7YSpfZCtR5SwktB1toeKSIzISRpexEOW5II+e+EkofqaFudwMt+zvoONhA5seta47dZOpKEZHLxTQFlW7iusAA3H/q4+UJX1kP4R39ej9occJcM5A1SP/PrKkAQ/SdMUMtc68La/lzU+CmiCH6uq1BmrFykFi8jnXFm9m+p4HWxnXDrbX+61l2/8BypZ7iIjAc0mD/M+FppqF+rxkccnBdcBTFm7gucJX9Jy99kaJHhwajtP4SkRlteeDGw8db/21NvHgm0xXBdY15ExDzJi0WFynLzDL4TC9dkad5mzoLAgEUP28HHlJMxslq6rqGu1r4j7VGHsNlivjPv2VdFMJO2gN1tBxsoW5rETnZmaR+OomkBAe2OTaINlD6J64xj4mXN8OmhZ8if/5hs3728dZRa6JMrwHcD21iU+D1oDHI8KrcQsqfODQ8dltUPnzRWr4Ev+eJ8Z/3x3j5GArGL5bhNK+DYgbRp9pk9m/SvzE7ycvM1kfnB+h+IVpACSAJxyRiM5Mv08fA56biG5toPDyAz5xUwbU8h9LGNtr2VpATaTDRMbKnlVDX0knL7gqKcrPIXJ5M0g3GLKq2OKKXg2MwmbpSRORyMU1BpQ+FD8o9TebO+bD5VyKrA7OhWV6bze5xVh+Km4pKYi6Lv3gHd3xxBYuvDxlc/E/H2fvQ3pEtp+bGE9ziL43c1o6ODjo2WlpUQfjx/eMg1rZcIjKL+d8xW4HYsAXGpJsGPr95t/aGm8KQGW+iv4oJDiUbuED/H/YJPpHtw73PHOtpXtrImdYmI3gj58MbuPf0DpktfWx8eCrmNLDnkRsIigG25ExKJnFDNBmpZXVUZCcZMzZ5B+g51E7jdzax6SFzBqSVrfRZMxF6k2XHPtoYNxOp39/2m+e1nWsmOE24TBU/vqM99ARevx0eKHrSgt+zB/daa5kR+VW8Zzh744OrWHVntFc+VcFgjJ93zHPWNuea4Te42Cazf+P5jUXko7vNHCx7ThJ5D1daJlsIdZYhs6WV/1j9iG2K+FpTPtziaxxl+p9NpDwI8PXQvLWQ7DWFVLd0M2BGNO3z0yiqrqNoIuXo8jLqKrJIMrtSDxw9RPuT1Wx6aFNwZsDWaEHRMZhUXSkicpmYpqDSO8PTRn/INm39pPvPvm1dNGbvXAg8/voQNrPryaRc8A8fg4+4WDxirlag38vEt9g09zpusi4TkdnrxTfNlgI2PvrJ6RtN5vVAdyOHc+TU0qM48f+YdwLzrudma+IY+fZspNwc9NqWmMPO3WMJLI0eFEpPMDt7nX+TgcCNRLALoA2Ha/RjnDLXvHM7/3aEVhx28rbnkWwDf7+bQ28ANheZJUWj3oxNvTzy0oz99R2pJju3kE1VtTR39NBz1JwBab49Qhc+4L9DugmOEvSxJ3008nvEMhgYy8mBcww3ih/9n+aDHp83chBMZqbQ73mU82hyunjzj8ZfNueC6Rt3azL792pgPDsH16dZE8fo1XKKd5mBJUcqpT+oiBJY6uGtPxl/2ea5xl0WBbufjlofhHRDnAzfAO4nyinMzWbTD3uCs3bmbC4Z97bnfSXN6OJ7rpvqNbkUPlRFbZObnqM95syALuz/w5pr7CZTV4qIXC6mKaj0Mv3mzGXMSeLGL41sa3MxDA7+ITjOw+C/FbFq1aror7u2hbXwebnfE2wdkJS6OkLroLHo55nA+9+ZzZZ/GzTfcy43fWUDI66jXx/kD4E++4PPUmTdxrBXDtuCj5BeYNC8mCLeERywO0x6QuRxM0RkhnNzwuwp6/xM1rRdtHb95nWjvJqzgGVhU0uPruvo68aNli2J1HsneoPho+fxjdQeNkNqN+RQ8UjmKMELG67PWIfODpXKX5uDnvtP9+IOLh/PMU4l6zPmyHinj9FqSbXnV5G30AZ4eP571VQ1deEFbDdkUXbfeG+HJum2ZFw2AB8nfhl5Zin7iusjP+h5rteYAhsbC5bFOqYuCpZOYL9e7OF14yQhKbUg9vdqLyA1MJD6q4diD+otM8uLJ3j9PGM4jybP/ap5ZjiXkBU6k+XFNJn9G89vIAbv/nIqxtCy0x0YCPvji8gaZ8uoQ6+ag/GPVh/MLyBlnO8dm4+epzfReMQsvT7iDB87dVTpJH/M7Gjb+3zkmdnst3L9POvCsZtMXSkicrmYpqAS7O/pNwMq8Sz+2j+z7i8nFqYZl58dp9+MKiXctnl8n/nz4bzxf3kP/1y8eIKBpWEn6/by68B4HR/7POu+YQ3/PMPx/wps8BfYPI7PfGXAvFiwLeQL663hqnhWfyF5zO8lIjPJAI3P9wZvGEpHDaxMkX1d5iDbdlK+GqNbhT2FgtpKikKX7f8pRzwANpJzd06sywIAPtxbK2g1C2PH8lIaRtl/+9I8Km+PtIadlI0lpAVmavpF6IxmYz/GyQ8Uscx8j56fN4cn2vOo+ooxRbi3q4Hqk8BzO2k95jNuHLM3khftjS8qG7ZA66pQ9ky2rDKnNB+hnR7zuEc/ppB8fxmZ1qpsTNr5qXGSYFuYw877I90GA9jJLMsi2Qb4+3jpX8YxsKLMAK10mYNQxzqPwE7K12uovM+6fOwGfvg8xqztDtK+FaPMmlKT2b+x/gZG17snJACfmMPO+pGBpYFnus2ArIvMLSPTg+ZlUfHMLkxpAAAJ7klEQVS9MkLmuIO2Hvr8jFIfJFO0JXPcLYmmymjdHm1zAl2fQ9nJfCjTKF9GY7MR8RMmU1eKiFwmpi2oNPTjvfzy9+Z/bInc8c+tNNdX8/C31rGueB3rijfw8I5aaveUc5cl78T9hL3/ZgazbInc8c/NNO/YzNov3cTilMUsTlnMyrvXsW7zWu6wZh16ir2HAkNb20j84nZam+up3rbB3N51bNhWTe2uespzLXmjeoXv//y4OdC2jcS/eZC7LJGen/zwWTOYZXxm81PVbC5czU3m9i6+/S7WFW9m7d+E5zv+8+PBgbidt2+noXItK1MWs/jm1WzY9SRrE9HsbyKzlK+pjvaQwErT7lJy0lzBC2R7QjKZ9+2gobEi/EZgUtqp7TCffjtSKf1RHaVrUodbtcxLIvO+Shp+tIO8hdZL7W5qmswuGbYkcqqb2HFfpjn1NgRmIivd3ULNqDeRvdSX1nLIE9j/EnY+kBLh5gDAj9/vIHV9HTvuy8RlrmRPSCPvkToqbzdbGL3mpnZ/eM7RjrHjhkyKHm1iZ7bLCBodrmd72ODbw93e8PXQujPQlNRH6+Nu44bMlkze9rywbXd9u8mYHWhf5RR+d6aQ1kYpX9lJye2B/bHjur2Imh+Ukkqg+46Vj8Z/6TLrFQep32qgJuSYMi+VvEea2LkmCV//xMbg6a5ppts4SUhas5OmR4vIvCFwhtlxpeVQurvJnI3KT9/+GuonMfaJXBrte8zzHwep32qibmMOqaFlwaoiKvc2sePuZK6Z1Hg8zdTtDymzmuooXZM2fM7aXSSvKmJHYwMVwVnjJm8y+xf7N2DOVraxjpba0UIRRgC++aTxS7Ql5lBRlRXeCvF0LU3mBAK2xBx2/mgHRcEywSgnczbW0NJQQlqC5eLU10hzl3mV6Uil9Ac1YXkdy/Ko/NFOchJ99J2eSGkARTtbqCnLI/PTw+8LDlLzK8lbYizx9R2xzOx3hIFAt8fkLMrSre0uD9H7e6Ncty3JY+eG0Hohk6LvNVC6HLznwnOFOvJ7c7/nLCLrofQILTsnU1eKiFwernC5XO9bFwI4nU48nrHNF2azjSXED1x7B+U71nLTdbHW93Dw/kJ2hcxZuvbxDlb/BWZ3shL2hqw9eno8KzfXcv8KZ5SnsUT8TMNc7thSzdqbY+UFz4EiCmuGZ3Jbsa3VHAA80vYksHZXLasXGO849B+7uPcfDoYFfOJv20xt8Qqcc0IWWlg/E2DhN2rZ/qXEiNvqeeEnDP7VXdz4EeC/nmHVA9ajOJI/MPigiEyZ8ZStYexplH6vjMz5kX7hpnPdVAUHV02ncl8ZqVeD73AV2VujTbJdRF1nDklA377wQXKNViJ1lKTHLgM500XV3RUjpvFOzt1BxddTjEGiowj7zPvr6FyTBPTRah3M1J5JZUMpqQ6MAEPo9Nm3VdL2UCp2fHQ/4eaae3NIirLBfs8haouronSDSKHksUqyboiS2eQ9Wk/FQ62EzrXkuq+OutwkbPjpfTKX9U3hH5D87SZqVjmNFk578tm0z0gv2t1Jzg2jfUeRjO37Tb6/jp1rzBmirPx9tJb2kFIb7fuH5HtrqMpPjhLEA39/Kxt/6qIqcPwfzaY8NNgW6zvFaBVRWVMSchMeiZ+BjirWf6drQsGrD4IJlSujfTejGUd+++1l1K1PxxnxRDRd8NK1M3eSMyXaSft2DWWrjOBvZOHnaVF9JzmJQH8rGUXR9iL2721S+7cwhx3/UERKrN9A6LaFlnfW3xvJFNXvJMfsLuo9XE3h1tCur8kU1FaRtzDaL9rgf62V4nX1lq6mo+U1yuWWj1VRttxuqY9GF/weoohWdtvX7KDpfuuDhpBjs7CIuupodYKxzT1LaqKfA/YcdjQVkWLZ7fDzYHJ1pYjIbBDrWmPaWioB8MdnqSwoYNuPX6b/D0PDA1cH+P34/zTEOyMfA0zCEAcfKyTv73ZzsGeQs+ctgZILfvzn3yHCowfgLM9uL6TgH57i5VOe4MwZQRf8+M8PMeSPmDmKQfbu+WWwVVH8Z/+Wb1oG8Bh67jEK79nC7ueOM3g2ZIBvk/+8n3fiRn7myR/8HduefJnBsyH76D/L4Et72fFY/4j3EZFZxNdF9dpcNj3uptfjC/89n/fhea2b1u9XT/HFqg93VT75Va10n/YSFme+4Mc72IN7Tzm5US6Se1s2kZtfRevhAbyhZe8FP37vAD0Haqn/cWiOGHxuyre1mi0CbCStqWBHboQOHGfrKf5aFe2vecOOkd87QHdLFfn5I29Kgnw91K4zjnHPYHh+/OYxrsol1xJQYn4RZdlG4MZ/2k2dJaAE0PudWozGr3ZSvrqNHDtADkkJAD5OHYl0BCevd08xG3e56fOGHn8fnt+2U/W1YupHTEMarvfJ9eRvbKTr9Mjj2bO/ivyi+vBjMV5n2im/O5eqlm76RpzXXgaOuqndmEuhAkqzmu9AFflfi1AWBM6lA/WU50cIuIybj67vFJK7sRb3bz34Qq/bLvjxefrobqmhetKfE25S+3eylU3mb2DAG37N5w/8BvZYutpGZbTsNFo/GS07a76dFhJw6aWxJD9yPRIo43YWkjsioMRw3h92MRBWnhh1QXtV/nCgfwJeetYsdy31jPGdRS+7ffs2UfZENwOhaee9eAOzKJysp7i0FrelTvB5ese2zb5WNm2pp3sw5AMu+PGeOxu60qTqShGR2W56WyrJJTX32rmc/WNoJRibWiqJTL3xlK1ymVtaRtOj6Th9PdRmb6Ldmi4yRipXRERE5GKKda0xvS2V5JIaT0BJREQuLvvyJJyA79UuBZREREREZFZSUElEROQSyJxvjLF0qkshJRERERGZnRRUEhERmXZpLHLZ4PwpjlhmohMRERERmS0UVBIREZl2XVTkZpBx5yZarUkiIiIiIrOEgkoiIiIiIiIiIjJuUxJUev/9iBPIySym71REREREREREYpmSoNKFCxesi2SW03cqIiIiIiIiIrFMSVDpvffeUxDiMnLhwgXee+8962IRERERERERkaApCSphBiLeffdddZuaxd5//33effddBQhFREREREREZFRXuFyuiFEgp9OJx+OxLhYRkUlQ2SoiU03lioiIiFxMsa41pqylkoiIiIiIiIiIfHAoqCQiIiIiIiIiIuOmoJKIiIiIiIiIiIxbzDGVRERERERERETkgy3amEpRg0oiIiIiIiIiIiLRqPubiIiIiIiIiIiMm4JKIiIiIiIiIiIybgoqiYiIiIiIiIjIuCmoJCIiIiIiIiIi46agkoiIiIiIiIiIjJuCSiIiIiIiIiIiMm4KKomIiIiIiIiIyLgpqCQiIiIiIiIiIuOmoJKIiIiIiIiIiIybgkoiIiIiIiIiIjJu/z873DOdwZrktQAAAABJRU5ErkJggg=="></p><h2>10.3 <code>&lt;label&gt;</code> — Accessible Form Labels</h2><p>Always link labels to inputs using <code>for</code> + <code>id</code>. Clicking the label focuses the input.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- Method 1: for/id pairing (recommended) --&gt;
&lt;label for="username"&gt;Username:&lt;/label&gt;
&lt;input type="text" id="username" name="username"&gt;

&lt;!-- Method 2: wrapping (implicit label) --&gt;
&lt;label&gt;
  Username:
  &lt;input type="text" name="username"&gt;
&lt;/label&gt;
</pre><p>Why Labels Matter</p><ul><li>Clicking the label text focuses the input — larger click target on mobile</li><li>Screen readers announce the label when the input is focused</li><li>Without labels, form inputs are inaccessible to blind users</li></ul><h2>10.4 Radio Buttons &amp; Checkboxes</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- Radio: choose ONE from a group — same name attribute --&gt;
&lt;p&gt;Gender:&lt;/p&gt;
&lt;input type="radio" id="male" name="gender" value="male"&gt;
&lt;label for="male"&gt;Male&lt;/label&gt;

&lt;input type="radio" id="female" name="gender" value="female"&gt;
&lt;label for="female"&gt;Female&lt;/label&gt;

&lt;input type="radio" id="other" name="gender" value="other"&gt;
&lt;label for="other"&gt;Other&lt;/label&gt;

&lt;!-- Checkbox: choose MULTIPLE — can be independently ticked --&gt;
&lt;p&gt;Skills:&lt;/p&gt;
&lt;input type="checkbox" id="html" name="skills" value="html" checked&gt;
&lt;label for="html"&gt;HTML&lt;/label&gt;

&lt;input type="checkbox" id="css" name="skills" value="css"&gt;
&lt;label for="css"&gt;CSS&lt;/label&gt;

&lt;input type="checkbox" id="js" name="skills" value="js"&gt;
&lt;label for="js"&gt;JavaScript&lt;/label&gt;
</pre><p>Radio vs Checkbox</p><ul><li><strong>Radio</strong> — grouped by the same <code>name</code>. Selecting one <strong>deselects</strong> others.</li><li><strong>Checkbox</strong> — each is independent. Can check as many as you want.</li></ul><h2>10.5 Textarea &amp; Select</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- Multi-line text input --&gt;
&lt;label for="message"&gt;Message:&lt;/label&gt;
&lt;textarea id="message" name="message" rows="5" cols="40"
  placeholder="Write your message here..."
  maxlength="500"&gt;&lt;/textarea&gt;

&lt;!-- Dropdown select --&gt;
&lt;label for="course"&gt;Course:&lt;/label&gt;
&lt;select id="course" name="course"&gt;
  &lt;option value=""&gt;-- Choose a course --&lt;/option&gt;
  &lt;optgroup label="Web Development"&gt;
    &lt;option value="html"&gt;HTML &amp; CSS&lt;/option&gt;
    &lt;option value="js"&gt;JavaScript&lt;/option&gt;
    &lt;option value="react" selected&gt;React&lt;/option&gt;
  &lt;/optgroup&gt;
  &lt;optgroup label="Backend"&gt;
    &lt;option value="node"&gt;Node.js&lt;/option&gt;
    &lt;option value="python"&gt;Python&lt;/option&gt;
  &lt;/optgroup&gt;
&lt;/select&gt;

&lt;!-- Multi-select (hold Ctrl/Cmd to pick multiple) --&gt;
&lt;select name="languages" multiple size="4"&gt;
  &lt;option value="html"&gt;HTML&lt;/option&gt;
  &lt;option value="css"&gt;CSS&lt;/option&gt;
  &lt;option value="js"&gt;JavaScript&lt;/option&gt;
  &lt;option value="python"&gt;Python&lt;/option&gt;
&lt;/select&gt;
</pre><h2>10.6 Grouping with <code>&lt;fieldset&gt;</code> and <code>&lt;legend&gt;</code></h2><pre class="ql-syntax" spellcheck="false">&lt;form&gt;
  &lt;fieldset&gt;
    &lt;legend&gt;Personal Information&lt;/legend&gt;
    &lt;label for="fname"&gt;First Name:&lt;/label&gt;
    &lt;input type="text" id="fname" name="fname" required&gt;
    &lt;label for="lname"&gt;Last Name:&lt;/label&gt;
    &lt;input type="text" id="lname" name="lname" required&gt;
  &lt;/fieldset&gt;

  &lt;fieldset&gt;
    &lt;legend&gt;Account Details&lt;/legend&gt;
    &lt;label for="email"&gt;Email:&lt;/label&gt;
    &lt;input type="email" id="email" name="email" required&gt;
    &lt;label for="pass"&gt;Password:&lt;/label&gt;
    &lt;input type="password" id="pass" name="pass" required&gt;
  &lt;/fieldset&gt;
&lt;/form&gt;
</pre><h2>10.7 HTML5 Form Validation</h2><p>Built-in validation — no JavaScript needed.</p><pre class="ql-syntax" spellcheck="false">&lt;form&gt;
  &lt;!-- Required field --&gt;
  &lt;input type="text" name="name" required placeholder="Full name"&gt;

  &lt;!-- Email format validation --&gt;
  &lt;input type="email" name="email" required placeholder="example@email.com"&gt;

  &lt;!-- Number range --&gt;
  &lt;input type="number" name="age" min="18" max="100" required&gt;

  &lt;!-- Text length --&gt;
  &lt;input type="text" name="username" minlength="3" maxlength="20" required&gt;

  &lt;!-- Pattern (regex) validation --&gt;
  &lt;input type="text" name="postcode"
    pattern="[0-9]{6}"
    title="6-digit PIN code"
    placeholder="PIN Code"&gt;

  &lt;!-- Strong password (uppercase + lowercase + digit + 8 chars) --&gt;
  &lt;input type="password" name="password"
    pattern="(?=.*\d)(?=.*[a-z])(?=.*[A-Z]).{8,}"
    title="Must be 8+ chars with uppercase, lowercase, and number"
    required&gt;

  &lt;button type="submit"&gt;Register&lt;/button&gt;
  &lt;button type="reset"&gt;Clear&lt;/button&gt;
&lt;/form&gt;
</pre><h3>Validation Attributes Summary</h3><p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0sAAAFuCAYAAABQuoPaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAANVsSURBVHhe7N19eFT1nfD/t0bnLldGWUZZR70z0k2wzWALWQtTSlxpiAuh0KTQZNWk1kRqIjWhbQKWpK6hbMIqSSvEYqKYqE2qmxGbFJuBGlIt8WYHyg6sS2gltDDZ6vizDosOF/c9Gv39cc7MnDmZGfIwCQE+r+ua60rOwzycOec738/34XMus1gsnyKEEEIIIYQQIszl+gVCCCGEEEIIISRYEkIIIYQQQoiIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogILot2U1qz2axfJIQQQgghhBAXPI/Ho18UUcxgabhPIoQQYnikbBUiMrk2hBATZSTljQzDE0IIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYiiQ1l+rt7XS0NlK+3KRbWUxjdzfd6qPxAd1qIYQQw5axsSNYnnbvqCFDv4EQk8bF8vtvJP3BrbTuaKd5YyFpRv36i0EGNTtC31XHRl3JYkyn9PFWOtqbqbkvjdEdgovlfBDnMu7BkvHerXRpTqbujs1k6zeaVCyUrismfYYJozmFrAeqyddvIoQQE2FGOa2a8rOr4RylkW777u2lMSsBlh+0hrbtbqV8hn4LYUzKonjjVprbu+jarTm2u7voam9mc0Uutun6vcR4y63rCjt3K2/VbxEufPsOapbot9DKZfNOzXVXl6vf4MK2/BEqcqyYp5qwzM+nvCxNv8XYzK+mXVMODQlUokqjslVzjbVWEud3FpT9cAXZt5gxmizY7iqn7Bznj7i0jXOwZCR/vhVD2KJZpK/ULphsLFyTqPnXYIhZ2RBCiHFzooc+T+hfww1WsrTrdYxZMzFrF9wwM2bjVFaKZmtPHz0ntGsvccY0Ch9vp6OlnNz5ViwmA4YEzfoEAwaThbQlxdS0dtBYkYF+HIIYP/ZD/fiD/5lJmR/rlzqDOZ/V1kSM3PT3Marht8/ipimBf/z0H7KHr7/QXX9VWL3GYNBWeuJgn4O+90L/Gq2LhtdjfGsWVm2R9B+tuLTr48h8VdgRwBDr9BGXvPENlmYUYkvWLzQwa+E5WkcBjBbSVxZT+Wgz7Tvbqb5Dv0GI6eYs8itqaGztoGtbsX71CPXS3tWHdxDAj6enkzb9JpPFCI6REOJC5OLf/+wL/Tv1JtJitIBmJVvCFxgsWKO2oOeSkhT6z+d2jVvF5IIzPZuapzeTf8sww58EIylLKmndVoxVv06Mj44juDX/mj8Xo1lgRho3TQ1fZP679KgNoZZbUzSBr4djHWGrzytjUjq591eyuaWdrheqhxeE6P2ik54BtVw53Yfj33r1W4yxXuXE0ecN/Tt1FouGUT9JW2zVNPZ4cL2s/Ybjq+1XPbjVQ+D7Lwftr+u3OP/G9h2IeBrXYMmywkbgp9v/npfAT74h2UZhtFIqYH4xFQ/kknGrBdMUA1fq12vklpdTuMRGitkY3vI3Sn3PlpG3OJPMzKUU1DqC73vSGcExEkJcmHoOHQtrQbfMi1Z46lvPid2CfutMrte0nrv7HOHrL1k2Kn9aGj607qyXvl1NVBfmkJmZSWZmJnmr67Hvc+MbDG1muDmX6o1ZUSvhIo58Do79JfSv4QZr1MBhSI8rsXtdb/usJkj29NM7iSoB8+6voDgvg7QkEwbDKH/1fQ5qA+fyyjJajuo3GHu9ytndRyhcMjLzy7aw9UOlkaXtVhpwYh/Hnm7frlqKcpRrOed7LfTpN5gExvodiPgZx2ApjYK/D5347t85cAd+8Q0ppH1Tfk6EEOKcdvSHtaBbkqMMxLv1y8HWc/9ZTXgVpQXdOD9FU4F0c2QStZ6fT7bKUjK0NWuvk4aiPMrq7PQGWuMB71sOmh4uouChTvpDhxvT/GLWD6MVXYyVG+eftb0XN5EWZc5dtjXYbIv/rPpn1F7XLKw3hBodfH/+d+lxHY19nRzSDCE2fW5R7PlHMzLChuC5D3WGlXtCnE/jFyzNz2ZO8MTvx/VzO67jwWgJ6/z8iD/gQgghtHQt6JZZpGtXqyy3h4aweN92h3qjorSgZ83Q1Ez+cgzHJGo9P2+MheSna46Lvx/7I1V0auZf6PkONVCx1akZgWDEdndpcFSFGD+9b54M63Wd+Y9hq1W5zJmhBj9+N+5gfBWl13WGVTNkz8+xQz3h68UwuXBoJ1yarWTFGEJsWZEW1njj6pRQSUwel1kslk/1CwHMZjMej+ZEHyHbw+3U3K52ZQ90UlTYgPferbQXBBI+uOlcVUSDrps1Y2MHlTEnagLH7WQWQ2N3Lin6dWF8OB/NoepV4IFGulcGtu7HnllCW3opdWXZpJiAwX7aFpfQon8Pp53UrqwiVFwWh71u/45MSp40knZXBaXfmIfFpBbKgz48R/dif7aJzkO6WsgdNXQ8ZFODRc171In2PoZ/jJrCl023kV9SSNYcC+apgffpx/deP3tfaqGpwzV5hxwKcZEYTdmaVtnK5mB3hwfHqgLqw8pOI8VNHeQmo5QpWxxcsyZQTkUqY9Kpbq8mXS2iPT1rKagd2n5uyiim/Ju3MSvJjDE4ZA/8pz24DzloaWzDGTGQiFBO/jyd0sfKyL5ZedH+FzIpeSZ6ORdgXFJDc4UtOIfEf9xORXFTaNjMdBu5384ne35KqFwDOOvD8+4hHP9STdswh/NY1jTTvDwU5ni6yij4yXAG6FgobWkmOzgHTPcdRfj9aZqeQWlVEYtSzRjVITY+Tx97mqtp6NH0mFxCRn5t5LO1qxBrIBY61MTSCl0yBu3v7YlO6t9ZRHngfDtuJ6e4Kfx37/5GuvPU78rfR8vSMs285Qjn9ZMmMtZUU/QPmvPvrBf3fjt1G+2Rh3cZLWTlFJCxaA6zrjVhCFxbg378pz24ulupf6pHM4wtg5odldh08670lPejXxpJpM8xdHlkkcqTKG6tpPXRjGAQ5OkqouAnkYIgC+XPNZN1o/qv7nsxzcslf/kibFYLJqMm0cpZH57jUepZumPm21dLzsOakiXSNRlaG2TKKKb87kXKsEf1df1eN/t/2UDdC/Ooi3gcNabbyL376yyaOwuLyYghUERFrXuN9jswYllSSOk/3casGzTv9awXz6E9tG5toidiWW3EsiSf4m8uIu0GU9j785/20P9GK2VbLs4Gg5GUN+PUs5TNN28NjfkNdKf6XtJOyLSQln0e297mV9JYrQZKAAmEZ+0bNiu5dc1svi89FCihTPg135JF6aPNVC85R2AzAYxLKmltrqHwdl2FIsGA0Wwl68HNND+aK5OThZiEXAdOan5MI7WgZzMrUFH3u+nbqe2NMnLTXF0L+gxbqOzDzzt/1AVKxjQKH++gvTIX283hgRKAYaqZlNsLqXmuleoh96KLxEZlY3UwUAKGV+CmFlNXFgqU8DppKA8FSsYllbQ+V0PxEmt4uQYwxYh5xhysM8MXx5L1Oe1vUj97n4pY1Y3ATcv+fs3/kb4jjdRiGp+rVFIXa+YiGM1Wsitbabz/PP42XlA6OTIQ+i9Sr2va3JuCo1g8f+rFoZ0DmDRrSK9r7s2aY//eSfZqVw5hpbiplcrluvNvignL7cXUNUVK+JHP5heaKb9XnXekvbbUDIu2vIskWchBR1g2T/Ps3Mg9rjNySQsESkD/obZgeZdW0Up7bXGwMSRs7s6U8axnGUn/QTOtlbnYZoSCDwCDyUL6fTXUPXCO17y1nNbWGoqXq/OOtEWUtu5VPdZ5jlYKH2+luSI7LKgDMEwxYZmfS2VzM+Xp+lexUtjQSnOF+hl1789gsmAdSQF6ERufYGl5OjOD34mmO9XXhut4aDPL3w+9cE4NHKH/rX76T3g13et+vCf6leVv9dP/Jw/gwa3+79E2KPg8oe3eOqLpctcyYrs/1NoxFsYvV1I8xwSDfrwD/fS/5carGb9Ogon0slry9efoGAz/GCmUltkMzIFC+bQbV08nnbuc9L8XegbTrcVU/uCCL56FuPi8eohjgbkWgOVm3X1fVs4hJfBDN3CETt18DvNN88J/jNNvCgUg/n4O7dCutFJcX0P+LZo9NOVbWHlrMJO+pvGcmTiN84rD5wENi43KqtzQ51KHxAWHCxrzqS3LwBxsCfXh/i8njo5OOntc9A9ELPxjyMByneZfj5v9+sbqGHx9Hk1PAJiToqUbMLNog/K5/F730GOKgZSlpUMq8SISH44/aifGpGALm7dkIeNzgRPPx8kDrvA5gAYL1rBzN42ZwRMKPH/siTlvxvzVanKTDTDoxf1WP+7wLxJDcjYl9+p//I1cFfgt9nmC52zPQX2ykGxKCgL7nsL9R+W33a2tYPiV1w387rv/O7RqdMZSr4rERet/aL6fG2eRHWFemSV7Vqg+5u/D+fPQi0+bqh4DtQyKVHchwUR6QRnnSiExEpb766hcaglr01Gu18B3YCBlZVbsHiCTKdgY4ve66T/YQ2eHA+db2robmNLzKZsf+G+k34GV4qY6TXntx/tWhHNqioWsikfI1ZyOtspK8lNDC/zvqXXDDgfO/9KXS5e2cQmWcm+fFfph/ssROoNDIHy0HdK0vt1ooyh4gihcT1VRsrqEkn/TZoDyc+zfSpTlq0soebQT6KRW/X/vu5oneHdvaLvVVTQd1KwLMmNJAv+Ag/rVeWp2o8hdsOdivtGMf8BB9cql5BWWULK6iLyleTTs15QmBivZ34/fZTz8YwSQQUVR+BCWspVFrK1toKGuipK78qjfp6lUZZbITXiFmHTsHDoRutoN5plhk6XTv3BT8Efd80clg2fYfA5dC3qWVVMJGDhCoLQAsDxQRnZyqIrgPdTCWk35VpCTw9pnXJrAwER6QXnMVnBzkgX8bhw/KSFPzSY3ZLhKGCNZG8s1AZYX59YKmrRZu+6+LTj8Cjw4vpdD0feqqH+igYbatZQU5pF51wZeOqbZJ6aZXKMd5nTm/ZFN7H/9nbBgKTojJpMX55Y8luYVqce0jLajmpqJcRaLCrT7iGjcr/cRqo6buCmsaymLmYEei7PHOPQqujmAul5XYzqhW4+pwVUMRpMJ39E2yhbnUbS6hKKCHMp2aO//ZCDl1ghh7+l+OmvzyMwpCJ6ztQ8VkfO9zlAiLAxYvxL4NXbRVKn8trf+UVPNPnuM1mB9p4TanaFVozOWelVk7pddmu8n0ogiC9lzQsv8x13YtZX0QR+efaEyKKzuom3NMM8h63bNfmNhzKV0aUqojPS7cVTnqNdrCUV5S8nb0otHG/FE9BG+vzhpqVD3faiWhifqqVqdR16ddp6jmTmLAyfuyL4Dy/3a8tqLsy6PvNXac8oeSkBjTCP7u4HzPZ2sUGIBfIeayLtLrRs+UU/V99Sy/snYfauXinEIlvK5LfQLhuewPaxlxvdzF6FwyYQ1M35BxIh4nTSU1uN4a3g/b1H5XLSU1utSi3rprKynZySZYMaJ8d4c5gUjpT7smiEsCh+ORx30BS4mQwo2+ZEWYtLp7NOUpOYUQiMqLNiCqY699B9Ut9txKPQjGdaCnkaaJdSaGAiuFDaK/kFTSfiLg+qKNlxh5ZsP1wtrqe7SthjbyNM1fIXz4txaRn1X/7ACCusDdZTODxZc9O+opmqXrplTOxzH78WrGY4V9J4L1zDnK00kT1c1VTu1R6KPlvq9mkqlAXOKfkCZiOjgv3PydOAfAxarJlvkypTQ6JWBfpTZTG56NL1RYb2uOZoU48HgKgafi7b14Wmn+55soldzaQxNad5GxbdLIs9LO9rAnmAiLOA6S9R06BeME3ZcmgQ1FqtuyJkxKzSEGD/9B+1hc8j215VQ8LC+DEKpu+zYHxYom2O12IyA8VuLSAu+SR+uZ8qo1+WP9+6spnKnNjCOYF8dJd+uom3IfCrw7XqJ/do64vWztKuHyUbRV0Pltff1+qHl5NEmWrQN4l/IUuuiBq7UlKH+0+4Ic9Z9uA4NdyjyxS3uwZLxXlto2ESkm4r5HGFjjE1zvn4eCgM/fV2b4pL9ybP/F+GtIEHO8O5ns4V52tUTJPvW0IXkP+6kJdJ79Z3kw+AQH/mRFmIy8jmOaSoGZmbmqH8ata3nJzkSvLmidj6HtgV9HhZNj00wuAK4dREpwfsL+en7rb5xJaTvqb1hDV8p8/UtxiH+ow426X/Eo7mjmuqVmgrAvgYqnozwLv6/D0MVFYOV3MYa8oMtQ5OZB9fLET7PCZem0g+GBO0AIBFdD4f+HKqyGi1pwYbJjDkzQz2u/aH7iIXNAdT0uqanmDU9roHgKjrfm44Iv/8uXIG7nUbkwxdj9Tv/E7P6fQFyY/8PTRmTnBY2LcH4rbTQUDZ/P85nww+OL9bBOvh+hAr+2IVSzQPvHeKlHZFfxf2kK+YwTXy+GO/Pxftn9MtGKKy89nCoyxm+XuX8qyYwD9ZF+/Fq3pzp9vU0rslC044mNOIcLBnJnx/Idgf8xRXhpmJuOg9pTq+ps8harl0/EbycfC36KTwSvlPRu+ndJ9+J3eow7tK4aVroB9eQWkh3d3eER3iWHfmRFmISCqtMG7B8Tm1mypkVuvn3iUOaCl74fI5gC7q2tT0suAJSzaG5TOcqJ33HeF9TuTdOiz563/vnPTEqDVrXk/ed9LBhw9UPR7kx+I4WOjWt8AazjcLadro7Wtk6qh/98M/DZ4xD5tTGdPv1mmMHvrOnNP9p+fAN+V0UY+E4ru11taDctzmNL382cBJ46Htds412DmCw11XbQxseXEXjeTtylrD/p5l7FNX0FNJXFlNaUcPWbY00t3fRtbP73JluL0DuTm1QYWFW8D6bRvLnhMoN/3GnJvOglhHLLVnkP1hK5aONNG5vpWNnF127z5U1bjQsmK8O1YH8fzlC5BCEoWVGFMYkK1kFpZRWbqZxWzOtO7ro6upWs5eOQVh5bSbjUX3dTn0Es/5puWl6wRl24+CU5eU07+iifXv1BdLwNHHiGyzNKMSm/fJvzKJZ/6V1d4elZgUjM9MjjOkdVxP0Y3XGf56DpWkk6rJYCSEuVENb0C1A7pxQL4znj9rZR+B+c2gLetrnrg/1NocFV8BVBs2E5viVk76zMdtfQ6ZawrL0ed7cG7VnC/poKq+lUz+U2mjGuryc5hdaqckbybic/Xi08c2NM8kaQb3VaNVWXCJkGBTjJrzX1ULKYt1NTk+fxBU2z8ZB/9uBvwO9rrdxk6aVPiy4iidjGoWPt9P9QiPVD+SSvcSG9eYULCZDeGa8i8mJTlzBXm7NPC5jPmnBOqOfI68NDZVMy6tp7uig+fFyCnOyybg1hZQZZoxTdJnx4iYFk+a69599X7tyZKZnU93SQUfLVsrvzSY7I42Um5Vbt4RlnhutsPJ65Hy7qqh+yklYR2iCAdOMdApr2+nYVqoZ7n1pi2uwZMlWfrxHymhNR5fb6eLw2WvGmA5yrPx8pGnh8p/opbOj89yPN7QpcIUQk4X9kGaM/I0zySKDOZ8Nhkr079P1wQxpQTeS/neaWz/2hQdXhLWIGzBMdAF22oVTc/NyS041NbFSAvt6aVidR05hPfZ9brza9z/FjO3+uhGk4fbRq8kiCinY7hvuvhYK52lab/399O3Wrhfj6kSPJkW1gZu+kI4xKzT/yP92H+H9RBF6XZdYsQQupdMn+fcRJDEYvkCmSU1Y7XXT/5aLno5O7E9W03IwYj/qBS58RJEh2UY+YPxmqFecs0fYH5aVU8nk27gmPdRLPOjDc6Kfvn0OOjtaqH/IEXsYXDwk/C/9Eo1rogc9xixqflZKelKo/PJ53PSr2Q9bfrIWR6R5liMRVl57cenrchEfezik2auvvYqinDyqnnTQp0t/Z7w5m+rm6vMwVWbyiWOwlEbBXM0Py6Af/9kYD22Xy5RZ3HaBJhUwJET/Ic9N1hyP0++HLmr/R2HZcq7SpqvVuP5vol2Fw9XLO38N/WcYfIeWJxpoOMejZde4Fz9CiNHoCL9XXcoDX+amwBDaiBU8bRY9IzfNLWTmDYF1Ho7pJ27+UZv+WjMvKhJjePY477v7tWtHyc+e8gacwTdhwlZWR3Fq+FZ6vgEHTQ8Xkbc4j6pnXZqgyUDKPxQMO7mO6xfOsMqXZXHFsG77YFxZyqLgJHVlONHQuSxi/Lj49z+HDrjpszbyNfNOhjQK6LPoJc2i8O9D92Py//lQ2I2R42Z5IVnBzGU+XMGMiGupfaKBph29vHN+h6OMm7CheIYUbAVGcjVzqn19vbo5YhYK/0mTyfdEJ2tX5lCwqoSyh+tpeKINx0HfOIze6cGtqTcZb7RG7wSYYeH6KL2BlvtysQXfvJvOihxyCoooUbMftnW58I31zYeV1wb8fxxanxv6sEcYVujFuaOesoIccgrrcWgyr2KaR84FWj+Pp/gFS/Oz0WQhxNu7gaXLl0Z/rFZuVKswkGIrjNELY8BwtX5ZFCMdZz5GlrlRbhxnLAzLChjWshWWYtaA+bMRMgIaC7Fp0veeW+Rj5OjXtJQm33bOSocQYhLzadMeG7hmjiXUeh6lgtepbUH/wm2h+xKdPjk0U9zrLk4G65wGrHdETwluvf82zXwBN65X4hQd+BxUPaJJd2tIIXdDzTCHxHlxtq6lYvcok+ucaMGhzVxlsJLfWBnztY3p5Wy9L03z++Wh9xehm2qKidGjvdmscSZp14V6XIc0CgAc1MwBNJi57QuaHtfj556vNBqWmdeHzpPTR+gJy4iI0qAxkkZSg4Fr9MvGQzzqVSdacAbvs2kgZc560jSB47FefUBrw3Jt6D/PoZahGfHmh88TjJdj/5/mhSLc4iYg477bot6v05akWfO2i5YhGfFsXB+hzhZVpO/g9SOcDCbnMjJrcW6MevTw+AYc1K9qwaVJ+hWcH3sJi1uwZMu0ak7a6Fk5gsLGsIIh1RbegnfMq/mxMXCTNUJAofJ+qImCp9/EorGeLSNxYxbVtdnhF6wxnfKGXM09QHwc+Y12LO5+3NqUkfMLKZ2jedPGNErrtftHMYxj5H5Z21JqJmvDZvK1rxVkImNNI80Py0UhxOQVnvbYkqwJV96KnLvLt68/1II+1XiO1vNOXtLms70xi+q6fE0aXYVpeQ3VS0OVAf/RPbToA6+xONpEbYdmyKHJRml9eMOUJT0LW3COiZaRWddq3vDZD4eVrlzhw17dpOnZAoM5g/IXWtl8f5Ym85Qy4bz40Vbaq7NCw7cAT08DtftC/4sJok2VPzUlNPfN248z4rnpoO/tUK+rMdhLGiW4irepM7Hdrr2wjKQ9WEduauwf/v5Tmvc25SZmRanIj1X861Xh99k0fC4tlDnZd4zec9wjymzNDa9nTc+m5vuhZDDx1NN1KPw+ct/fTG5YQ7ORtPu2UjbcZBw3zCI3rKwykV1bTnrE8ivk3N+Bnd6+0PlgnFPI1oqMiMfEOCefmuc2UxxcYiNjiSVycJVq5hrNfDDfKZmaEadgKYOvz9F8PZ4+HEOGg+jpsuLpx4efcPOO5o71pttr6GhtpnFbM+0Noa8bwPm29pfNSv6Odpq3NdLc2nzOO8uPld/vxzSvlPYu5TUbt7fSsaOarCRNr9JROxvCCgIXe0IDrMGQQnZdB+0tjcrn27GZ7GTwnT5HH+1wjtGJBprCbviURmFdh7pdo/LY3krH7nYql6dgil1OCyHOs7C0x0Eejv1Gv0ylvQ+NITAh2E//ocjBlbO2IfwecXMK2byjK1g+tXZ0074mNDwGn4uW9fHvSXE/VUGD5v4ghuRcqjeG7tGSsriYmhe66WhtZuvGckofVLJNNbe2Uq6kQwPAe9BxzhTQYQI9W5qylSlm0vLKaXwhkKhImXCee6sm1TTg7a2npPYcDYVinGhT5Yf43Ufo1S9Uhe5dpplw7+mjJ2JwNXbuY+9orhMT6ZWtSr1hWyPNL7SzOSeF8DkKQ4Vn2TWRXt1B6/ZGGlva2Xp/2KZjMh71qrD7bE4JJSfwvekIuzG2whk2HM5wcz6tLwTqLc10tJZiM45TEq19dXQe1Q5FS6O4oVtTBnaw+S4rRq+2wTqccyC8jpffrNYRtzXSvKOd0nnGc33Vw/oOOjfaQ/fJxIBlSWWoPhp4vfYuOuoKsd14Vej5mENeRTMdXe00b9tM5YOllD5YTs3jzbQ/nh1qAPL3s1d/C6BLUHyCpeVZzNKMXff0OYZ15/PwdJJgmZOt6Wa089I+7WRbMJotpNxsGVKhdz+luakqQIIJy80pWMwmrtQsHg/unk7lR9WgvGbKDDNG7Y2+TjiojVCRcG5to/e98GWmpBTl8yWA/61O2sI+VCTDO0bO2hLqezxhhYqyXYry0Lxn/7muXiHE+fVqH279ZRqzgheeRU/h5kiHblGQk9qS6vBx6wmGYPlk1jZFvueiaf3acZqf48PxcDV2TXpw0/xS6h4IHxhoNFuwzs8iO0fJNmXRvEH/W3aqq4f2n53T0SZKimpxHB/mBxv00vfCWoqqo6Q5FxPAx/6T4b+HsRoFQJ9FT132538fVv1lVHY24HhLe10ZlXrDzSlYphvwH7fTclB/rerseCnsprckGDHPSCElyRTX7HDjUq/yteEKDsULLuTI7yJdo24aftEblrTFMD1Qb7FgTPDi3DpeCR58tK1viFpHMxuBs/3YH9kz5PwJcG9pDd9/ilpHvDkFy1Tl/nHnSvAwrO/A10ZZeRuaDqZQfTTweoEK4SBDg0uDCcvNaWTkZJOdk4XtFqUOCkq51ru1gqaovy2XjrgES7m3zwobr923e5hFTdgYViDJRu6M0L/O2hKqO/rwaHtYBv14/z/d6elro6y8id4TXvza7G+nPXiGP/5idM4oP6qd/+XBp31trxtney0Fq+rR3fhZ4XNQ/Z21tLzuxqttwfR56NtZS8HqJoaTsHJ4x8iHo7aAglo7zrc8QyYV+s96cR/soaWuiKKN0drghBCTw9AWdJ/bFbOCZ39LV6XwuNkfqVwK8PVSvyqPtU84cA14w1tAB/34PP30PltF3l1rsR/VrIu7PprK28JaTlNWKhny9u/uVMqzs7oC7awf74ALxxNryVsd/aa65/ReD/XFOeRVNuE46Marfx2/chyc7fUUrcyj7BmXBErn2dBeVw/HojYKACec9IfVEfy4/xip4h4vbppWF1C7s4+wxGOB3/3i4fzuK40Znf+l+y0/6+X9/9b8P1bjUq/y0bavL7zC/t4hfvWqdoHGq9UUPdQS/h4G/XhP9NJSUUTVriFV//jxOai+K0/5rrT1K78X9z47tUUlNMUs+3pCdbyw3d30PrOWoocdQwMXveF+B0dbKCtYS8MuF27ti6Epp3Y2UVVQQktwxV4c6vba52bQj/+0h/59dmoL8qge7s3EL3KXWSyWT/ULAcxmMx5PtJhZCCHEaEjZKkRkcm0IISbKSMqbuPQsCSGEEEIIIcTFRoIlIYQQQgghhIhAgiUhhBBCCCGEiECCJSGEEEIIIYSIQIIlIYQQQgghhIhAgiUhhBBCCCGEiECCJSGEEEIIIYSIQIIlIYQQQgghhIhAgiUhhBBCCCGEiECCJSGEEEIIIYSIQIIlIYQQQgghhIjgMovF8ql+IYDZbNYvEkIIIYQQQogLnsfj0S+KKGawNNwnEUIIMTxStgoRmVwbQoiJMpLyRobhCSGEEEIIIUQEEiwJIYQQQgghRAQSLAkhhBBCCCFEBBIsCSGEEEIIIUQEEiwJIYQQQgghRAQSLAkhhBBCCCFEBBIsCSGEEEIIIUQEEiwJIYQQQgghRARxvSnt5ZdfTkJCApdddpl+lbjIffrppwwODvLJJ5/oVwkhNEZTtgpxKZBrQwgxUUZS3sStZykhIYErrrhCAqVL1GWXXcYVV1xBQkKCfpUQQgghhBAXpLgES4EeJSESEhK4/PK4nFZCCCGEEEKcV3Gp1UqgJLTkfBBCCCGEEBeDuARLMvROaMn5IMTkUdzUTXd3N91NxfpVMdfFlkHlc110d3fT/nCGfqUQ4lL0QKNSnnQ3MtISRYjJLC7BkhBCiEvIHYuYd6MBANOcRUi4JCYPI5Yl+VQ+2kz7TiWgD3vs7KKrvZma+9P0OwohREQSLAkhhBiZV/dw6D3lT++hPfTo1wtxHhjn5FPzXDvNFYVk3GrBNEUJ6MNMMWAwWZiVNE2/RgghIpJgSQghxAj1UH1XJpmZmeRtvHhDJcuSUmq2tdLxQrX0nk1y1rzNND9aiE3t8cTrxrmrhfqH1rI28NjYhH2Xk74BL/5B/TNc6mzkVm6mub2Lxgf068SFw0LWgzU0tnbQXi2lVrxIsDRBpi1czaYt9Wy4dwGJ+pVCCCEmnZQFi7DdbMZouFK/SkwixiU1VN+fhikB8HtwPrOWnLwiquracBx04Qo8XrfTVFdFWWEeedUXb5A/OnNYlJGGxRShN05cQFJI/6qNFLMRg+TaihsJlibCTav513XLmD0zlbl5a/lxnn6DSS5jA/auLrq6urA/slC/VgghhDg/ZhRTV2bDBODvx15eQNULLnz67YQQYpQkWJoIlmkYg/8YMEwNWyuEEEKIUch+IIsUA4AP59YKmo7qtxBCiLG5zGKxfKpfCGA2m/F4PPrFERkM0m0bWyr3bP4xd85KhL++wZYHath9Rr/NJJaxAXvFXBKBM87HyN3wmn6LIfx+v36REGKEZWs4JctX8ddvY1aSGeMUdfGgH+/AfjqfqKPt0ND29OKmbnKTgeN2Moubhr0utgxqdlRimwq+fbXkPKwd0jR0nSmjlOqiRVjNarPRoA/P0T001zTQoyaK0NK/L+OcbIrvzeW2VDNGdWiJ3+vmyButbNrSg1f/BBTT2J1LCtC/I5OSJ/XrVXfU0PGQDSM+nI/mUPUqYftGo//MwfeXHP69+N7rZ29rHfW73MFtRXQjvjaMhWxtz8dqAP/RNvJKW8bUo2RMyiL//mxus1owTw3Va/xeN/t/2UBdpB6rBxrpXpkC9GPPLKHJmEb+90vJnm8hMKIt5v5xuF6CjGlkl9xN9rxZmKcaQsOwznpx9+3F/kQLjoHwd5CxsYPK+aHm3KHUz6VfHEmEY5FdUkhuupXAR8HvxX1wD61bm2J/Fkxk3F9OQaZmaKB6Te1prqahZ+hVP3yjeG79Z5ueQWlVEYsCZVKE78g4J5+KB7OZl2RSvosRltUjKveC7y8aH84dh5i5Mh0T4OlZS0GtS79RyPxq2jemY8KP68mlrN2h3+DCN5LyRnqWJsRRnl+by9KlS1l6zwUWKAkhJoE0Sre301yRq8yhCVTIARIMmGakU/hoM9V3aJZPCv+LrMpWWiuzQxU/gAQj5luyqXyukeJU7fZDGZdU0/xoKVm3hCoMAAaThbTllbRuK8aq3WGCWe/dSmud+v5034vRbOW2BbEqMGJMctLUXiU//c6xBUppDzbT3lJO7vyUsEAJ9VxLv28zzee6p1hqIVtbN1N4eyhQQrv/xizNKJNIRn+9GNPLaX5hM6VLlAAgbL7KFBOWW7Mpb2ll670TdLUYs6h+ejOlSzSBEoDBhGV+LpXN0T8LxiwqW1upzLOFz6FSr6nsylZaK891LKOIx3OnFtP4XCXZ2jIp8B39rIYso5pwpK6Q9BlqoIS2rG6kcr7m+SIYl3KvvxnnX5Q/zdYsYiXPz1g6Rxna6jtC70UYKI2UBEtCCDHpTcM8zQCDPvp3NVG9Oo/MzEwyM/OoetaltDAmmEi/uxSLftfzyZJPcYYZ33/ZqS/MUd7zXVW0HFTbRA0pZK/Oj14x+UwadWXpmHz9dP6khLxMNQNfZRM9J5Tea8PNuVTHNetTEyXq69TuU6vfp53UqssyMzNDvUozSqkosGIE/AOO0GfMzCRvdT32fW680sk+bjI+Z0Gp7no41qFfOzLTrjNhAHxvOWjaqD3XWnCpp6vp9gJKZ+j3DDBy2w/zsSa46XmySt0/h6I6B+6zyham+fmUxaokj/Z6SS2mrjILyxTgrAdXez1FOer5mlNE9ZMO+n0ARqwF1dQsCT1Dz8OBc9ZOv7qsf0foXM8cbq9SGCNp9aWkm3z076ynRM2cmXlXFU09bvwAU1LI3RApy6SV4vpSMswGGPTSp/ksOYX1dL7lAwyYM0qpLRhyJM4hHs9tZtGGXCxeJy0Vmu/oUOAksVG8aTNl96ZhOuvGUVdEjvo91O/sVwL6BDMZ98coq0dT7j1Zon5ftThPK4t8+2o132MOVa+6sf+H2sttnkN21HMxm6wvKJ/fe/AlOvWrL0ETFCytokFNEBB4KIkCEllQ0kBbh2Z50wZWfF6/v2LawtVsamqjY2do+462JjZ9dyGx7pgwbeFq6lvsodffaafpkRWkspANL6rLnlgVvtN3GtTt7WwYejWz8JHA8zWg2xO0zzvkEWl7lSaRQuDR8B2AVFY80oQ98Ll3dtC2ZTULIqbVm8bC726iqa1D83k7aGvaxOqFsY5SIgvu3UTTi5r97M1sune2ZO8TYhI4M9BLQ0EOJXV2et8KDMDw4mxdS2OgUp9kIzdqZW7iGW80499XT9H3mkLDf95z0vZQBfbj6o9+6m3kh+8WcmMKKT4n9d8uoaGrPzjsxLvfTu2q0HOY0mNVYsePcVmaUuHx92EvrQ8b4uR9y0HTw0UUXcSp1c+3mdeoFdrT73BkLN1KAD43vVvyyFldj/117bnWxtqnnWqvlQXbimhVXDPm6f3Y1xVRu8Op7u/Dvaueoq2B/c3MWZyu2y9kdNeLhdJ1uUoPm78f+7oC1j7lwB04Hj43vTvqKSmoVyvRJmwFZdjCniPezKQk+3D+tICSLQ76A8Pt3nNiry2iYke/EjCZ0ilYE348LWsqyE02KGXbT4so03wW34CDhtWVdJ7wAwasiwqjBxwRxOe5jZgSnDSUVIWG0r3npK2iGofaa2NMTSPF4MGxroj6XW7lu/e5cWwpoeVgoKyeRVa0eGwcyz33M3vpUw4+1swoZ8HydGYaATwc6nLq116SJihYGipxegpJRf/K2q8nM03TE5qYNJdV1RsIz7mWyIKyJlrWLWN20rSw7mXDtCRmf20dLVtWEalHN/U7DbSsW0bqdZoqf0IiSbZVrF0X+VKYTMw3LGThj37EKlsSiZqu3Gkzl7H20VUkaTdOXMCaphbWfW02SdqDmmBgWtJslq1roeE7kY5SIosfeYqqvNkkXa39MszMztvAj7+k3VYIMfF6qP1eNZ1Rxvj3vHFErYwZMc3Urz2P/H04HnVEGB7lpmmvWmHCjCXq8EEfrp9X4Rj6BEAfTc/uVysSFmZFrXmMn5na8lJMvDimRu55tIzqnRHmqgC82ssRtbXeOC36sErvvpbICSZefYn96tQI0/Wz9GtDRnO9zC/itiSUoYg7ayO/PoDPwaadfcpzmOfx9ajXXHz4DrZRtWvoJwHoe7KF/WpZZrFqh7zZKPqyUi/z7WuMsn8fDY4jyucYUeNQ/J7b/bumCGVSH00HQnMTfQft1Ef4Ljr3Hwt9j1F7dsax3PPZcQWCLWtWxKA59/ZZyncy4KT1oH7tpWmCgqUdPF61nvVV69k9oC6alsSqucnw7mFe3rqe9Zue58C7yhfI1bNZfpdm94x1fG9JktLdftbD4V9vp6ZqPTVPv8JhdR/DzBV877thoQMk3smqryWr3fRw5thutm9az/qqLTz/2nGumrsc69Xhu8THAbZvVD5v4BH83LE4t/PPVetZX/U8hz9QFiWavspXb5kWeu9bX+G4OufJ8Hdf4S7NoNOFFd9jcZLyaf1vH+aVp2tYX1XD9l8fxuMHMJD8je+x+qbQPgB87Uessqm9ToNnOP6qcnzXb32Zw29D8lwrcpcRISaxP3iDwdI10etyE+/EEVoi/uADRz3qD36M93z6CD079Qs19v2OY2ol1px0m37tuHO9+Y5y3A1WsjcVkjbCeou4UBzBq57Hxr+N1hrhpe930VrhXZw8pdZvrrVEGHqmGsX1kvbVlGDa9L1Pxk4k4nv2CMoWRm6aG2vGylj5OPLbWIO3nPxOGRcI11oIXrm3LiJlOsr+v4vRI7vbjRJ7GjFFGYk0RNye24v7UOTj7PujWh7gx/1mlM9/MPL3GGZcyz0fLb9RG9emW8kaErDlc5vVAPjpe71FPV/EBAVLpzjuOsxh12HOfKQuSrRi/cwbPF64nu27DnN474s88vPDKHGAAXPygsCGrFqhZGLDP8ArVUWs/9nLvOE6zBu/3Mb6whpee1fZMsl2D3PVvQCS7v0qqWqkdOb3W7h3zRZe3nuYw67dvPhYKf+8xztOQcAZBo4onzfwCH7uWM4McNR1mMMuj9ryANxgJeXdl/lB4L3v2sYPf3NcXWkmKVDeJa5ipU3pPfOffIX1q9az7ZdvcNj1Bi//bD1Fm15TC4AkFtytPUpw56JUdaidn6O/uJfSnyrH9/Cu7axftZ7fnk4MBpxCiPPJRMrtuRQ/WE7N4400trTTtbOL7u1ZmPWbTgK+94/pF4UcfD9CC7rOX9049MvC9OD+q/KX8ZrzMFJgZwuOt5TS2piaz+YdHbQ+Xk7uPJN+SzEOfIGsq1Ou4nr9ylEy3ZxO7v2llG/cSuO2Ztp3dtG1u5msG/Vb6nl553X9spB3/if4qx7VaK6XFJN6rnk99OlXDnGM9wM9ZFNiDcsfKw/uXfpl4XreVrvapl4TGu42Y5oS+GHE9lA33d1RHh3Z6j5GrvlsYOdziNtzx/6eFX4+VOulQ5zwRfwew4x3ubezl2M+Ig/FK7AFh3Q6nz3nO71kTFCwFIEhEc//eZywJNQ9A2qFHgwJgTBmOan/W/nL/4fdbPtDYOOAA/zs/6jBw7UW5mpG2y2+OdDTNMBvn9mtBmIhR39+mGjn86SRCP2d29F2TJ057g19lsAwhK+nqkPy/Bz9zTaG9P46f8b/+ZPy5zSLGnwCsJDUG9RQ6IPD7HxhyFFiuzMQnAkhzg8j6Q820r67ncaHi8nNycJ2SwopSSYMUwwwqN9eTIw+mlYXULuzH+9gICNWFsW17XS9sJXSdOlqGk997wQSH1iwjnFYmTG9lMb2btq3VVOcl03WfCspN1swTVEzy03Sa8x0VaBF+H1iJIK+MPztVePXMDuez33B6eQlNWlI+FA8I4W2FCXRyZt7aNPscak7f8ESHgZ+r6+Yb6d06VKWLl0aupdPmiU4p2ng+MthWweEggcT1wW/9QVcd6365wce+k4Glmuc8Yd6cCYrv5uj+h7jnkfIVY9T6dPKotlJ09SCYIDjvwzfXHGG/vfU4z3tOk0PXAqmwFDEvw6EB6+qsOBMCDHhbJWNVOekYEoAvG5cPZ20/GQtax9SMyUtDmWyurSkc73aQO7/MMp8k3HnpWdLCXmL86h60kGfR2mNNUy3kl3dHJZ5TMRXcBgkRmZ+OdLsi2GaX0ljdTYpJmDQi/tgD53P1rP2obXBTG72E/qdJodg71riNTFTQU826depPWJnPwzdL+jDQJ3Mg2OVNiNf9EfUe6jpjedzT7ixl3vOrkNK58T0OaH5a8Zc0tQEGIc6ogwjvESdx2DpDN7hNINMS+Qq9c/kb+gzy6kP9Yap4a4MJYKIEgRcEP6vL9jbFsu0KcGjxAr98VEf69RhetGcee/SrG4JMbnlk5+uDLLz7a8nJ6+ItbUNtHW5cB1UMyXNMA5NJ3wxOFcF0DgLc2AU0tva+SI+AnVI03XRs49xXTxbm704d9RTVpBDXq0Dtx8l81jJI2TrNxXxsfMlDqmJAkzzCymOMiH/XPLvTleGsZ52Ur8yj6KHamlodeA66FIzuVkwfka/1+Rw8n11qJTJPIz77lzPVeq9wHynxvP33sg1t+qXaRmZdX1o+GDwyh0IzL00YY65/yiM53PH26jLvRE42IpzAOW7+AdlFp3xWzasBuC9Phz79Dtc2s5jsDRMx718qF82UtOuIzADKl7+Vxyz8MTD8VNjPkokmqLNNhRCnDd3WLEYUCdNR8qUBcaFN6nj8S8y5hTSY1SAjd+cpc4v8NK/TzsV+R0+VO9tY7xGn9EmJPsLgfv0xJe3p56yLvX9GK+alPPJLg5Omn+nZokzpJC9vnQUSTYysKpD0X19eyJnIDMu4qbp+oWTQ+/Bk2qSkRRs98b+8MZ71fkoeOh7fTyn7ptJSY8xl8aYyyx1loS3vzeUROD1I5w8C2Bg5rw4NzGM53PH26jLvZFw07JfCZiN1kVkYKFwnlIHdP97cyiAFXBBBEsnB3hX/dFj4BWK1eFnkR+5PBIcsvYaA+oEOBJNJMfuVIltSGCUxOdvGMsTxt/AwLvBIYUDvy6OcGw0jzsf0fS09eNVM+9xtYnZweUhicmmCD13QoiJZcAwLUJlyJjF+qXWcan0n38WstZHuVP99FweyVE/98BemsNaQnvoe1vNlJq8iNJId0xILSf31gjHMxKDgWv0y8Sk4H5yK52BexAlZ1PTWE12zMDGSNpdNWx9aGhOOsOUayL00BrJeihLaXGfjHYG0pIbsObVURzpXEctJ5Yr14v/+N6YKaGNU2IEOsNkWVwZ5b2YyK3OVo+nm70/11bL7fT2qQMrb82PMYTVSNp9W6m5X788lvF87ngbbbkXzjAldqnl+7lTuefS1FksWplNWhJAP85nRhuAXbwmf7DEyxz+kxoGJP0j60qGf5PUA251AJshlYX3RbhqbddFb40NTuZMJOVL4dnjEu9Yxbwbwhadf788jPp7QdId61j9xeEepdc4qlYquG4ud35Dv18qq2zJumVCiAnzap86pMtA2t11lC6xqBU6I5YlxWx9uhwbgSEmFxm/H5Jzqd2mzTBnImVpKY1PF6u9CF56f9EwJMVtWyA9rsFC9qZGzXEzYSuoobU+C9NpX8x5q/sDGbumzCL7oYwhvxcZDzfTvLGU3NvV9M2gfi+l1GWqFc6BI+fIbCXGpo+m8gZ61eF4BnM6pS900b6thtKV6aTdmqY+ssiv3Exzeweb77NhCdaVNYH1nHzq1mQF1xmTsih+vJny+eBVs8hNPk62tqo3wTWkkPtYK5vvz1LTZANGC+kry2lsLcc2Vcly1vl405DrRZspz7yglPw50YKJ4fDjJ4XcTY2Ur7QFrw3TzVmUbmumWH1ub28rDbq5YJ1POugPDGH9fiuNFbnYgsGviZSlxdRsb2XzXVauGdKQHdt4PndcjaHcg/3BTHkGazaVGfpSS8PXwt4+P2Bk5jdsWAD/USdtF+WPydhMSLCUmJTK7LTZzE6bTWIwV7eBRHXZ7LRUkvR1dI0Xn3lFDQQMJH99E23P17OuaAULAvsvuZPVJetY9bXw/Q7/2++DWeTMSzbRXLOaFbfNZnbaAlZ8dxPNFQuImjxzz9HgvtNu24D9yQ2sKVnNmkeaeLbMivdPgZQHJpLvWszsWUnBIE77eWN/7tnMTksOvodpMwPLzJpWYgPmCNsO9SLbf31cHY6QzLJ/baNt8zpWfWNB8LUW37Wa1etWsUy35869R9UEDonMLnqWhu+rx3bJKjZt38RXp56JWaEQQoynNhp3qkONjClkVzTT0d1Nd3cHzRW5WKf2Y39kz7DmNl5wBhw07PNivFnJMKek922n8QfZpBgBfPS1VlP9qn5HYOcG2g6qv/phx62dmnttmP192P9NvQFlFL6f78GlRFyY76ikXU0v3LFR7ZUwmLDMz6b44cbgOuV7Ud+fr4+2xyJVaERc+RxUf2ctLWqGLzBgutlG9gPVbH50s/oopzAjDYuaxOHIodCcnbZtnWol2kjK8nKaO9TvuaWc3FuM9O+oZk9gpMok5NtVRckWp5KRcYqZtLxyGl8IpMJupvqBLOV8POvGUVsR5ca1PbS9EUjnnUZhXYd6PjdSrN/0nNw4tjrxGlPIeqAmeG20bysn+2YlUPIdbaO6Wp+9CjjRRMXWHuXekAlGUpYUUxP4LN3tNP4gF9sMIwx68Yx02tV4Pnc8jaXcw0fbb1xqQ5GZjMrA/h3URMgYaX9daVQymc3KUO/ftFycDW9jNCHB0tyiH7OpZhObajaxOHjf2CQWq8s21fyYVbES2fxhOz/82Wt41OF4hmtTWfjNVVQF9i+7h2VfX8hXknU3pT25jcd/qQYQGDCnLWPV+k1sqqli1ddmYzpxlKhJsU8+x8vOU8F/E2+ay+KvL2OxLYkrT+7mxbcCc4SmMftba9j08Kpghjnt5439uTexqeZ7rFTXrFwTWHYPswMZ6q6ezT0Rto3k6NM/5MnXAvdoMjBt1kJWfKcq+FprvrWMZQu/QrJuCP+ZX/4L2wOfNSGR5DvUY1u2gtk3wPFf/Xbyp1gX4iLW92QJFVsc9Hs1VftBH57/6qT22yVRKj8XAz+Oh4tY+0wvbu1n9/vw/JeDhooCyp6NdncZH/aHiqjd2YfntH7fTmq/U0ZLqIiPzGdn7fomnAOa6sOgH+9pZcf9uztxvuXBFxgqrvJ73bh2NbC2oIyWi/a7mWR8LtoeyiOnsB77vn48p/34tem+B/34PP04dzawdmUeVTs0IezRJkrKG3C85Q3bx+fpo7O2gJIno51jk4d3ZxV5BbXBz64VPB/vKqK+N3pVuO8nJVR39BN2qZ3+cFSVZ/+uKooqWnAO+ELHdNCPz9OH44m1FJS2RL0vlG9XLQXfrsW+z433bKTP0kRVQV6UYCG28Xzu+BlLuQe+HWupfMqJW/vFnfXijZQ4T5MkhdNHcMS6Ge4l7DKLxfKpfiGA2WzG4xleW6XBEHsw78JH7OfIxHaGA3Xa+UZRJM5m2f13svxLqVx3tXrvA5X/rJ93ex+h+KeHtXsAMG3han707a+Sep36HgbP4PnDb3mm2s+d9hUkA/zpZZY+uF2/Jwu/+2O+k5HMNDWDzKljr7Ctchtv3N1A1zc0w9M+OMBj6lygc39ereO8vLSU7cCqJ7pY8Xf69VqhbWNJ/OIyVv3TcuZ9/jqmTdF8N4N+/P53+e2/FLNlSCbCaSz87o+457ZkzFer+5zxcHTPM/xzYyr/2qUcpzPOx0Jp3WPwB1JRCSHCjKRsvVQVN3WTmwwct5NZ3KRfLS5Scm2IS9n5KfdsVL9QQ/p08L5eRd7GSye1w0jKmwkJliavVTSoQUDkYCmGa5NJneLh6MClcAeiRKZdC6f+OvzPKsGSEJGNpGy9VJ2fSoM43+TaEJey81LuLd9Mx5o0jLjpXFU0ZA7ZxWwk5c2EDMO7KP31+CUSKAGcGVGgJIQQQgghJjMjhf84S0l8M+Ci8xIKlEZKgiUhhBBCCCEuJfPLWJRqAHy4XmmRRDQxSLAkhBBCCCHEJUG5vUHjQxmYAf9xBy07RpPG49IhwZIQQgghhBAXtQxqdgy9vYH98aaomQmFIi7B0qefRswRIS5Rcj4IIYQQQkwmfj4K5N4a9ON9S72Fgtze4Jzikg3v8ssv54orrtAvFpeojz/+mE8++US/WAgxwrJViEuJXBtCiIkykvImLj1Ln3zyCYOD2ru/iUvV4OCgBEpCCCGEEOKiEJdgCbWS/PHHH8sQrEvUp59+yscffyxBsxBCCCGEuGjEZRieEEKI4ZGyVYjI5NoQQkyUkZQ3cetZEkIIIYQQQoiLiQRLQgghhBBCCBGBBEtCCCGEEEIIEUHMOUtCCCGEEEIIcbEZ7pylmMHScJ9ECCHE8EjZKkRkcm0IISbKSMobGYYnhBBCCCGEEBFIsCSEEEIIIYQQEUiwJIQQQgghhBARSLAkhBBCCCGEEBFIsCSEEEIIIYQQEUiwJIQQQgghhBARSLAkhBBCCCGEEBHE9T5Ll19+OQkJCVx22WX6VUJcND799FMGBwf55JNP9KuEOKfRlK1CXArk2hBCTJSRlDdx61lKSEjgiiuukEBJXPQuu+wyrrjiChISEvSrhBBCCCHERSQuwVKgR0mIS0lCQgKXXx6XS0gIIYQQQkxCcanpSaAkLlVy7gshhBBCXLziEizJ0DtxqZJzXwghhBDi4hWXYEkIIcQ4uqOS1p3ddO9up/oO/UohxIR7oJHu7m66uxsp1q2yFGymY3c33R1bKZ6hWzlcd9TQ0d1Nd3cHNXLNK2KVg3E6XqaMUra2dqjfbTfdL1STrt9IXHIkWBJCiEku4x/mYZ4CJJiY8w8Z+tVCXHJy67rUCm0r5SMJSIyFbO1SKsJddbn6tXGRdVsaxgTAaCUtS79WjNZ4l4PWBxpprczGajaGFhquxKDdSFySJFgSQohJrud3h/AOAoNeDv2uR79aiEuOfd8R/ACYSVth0a+OyvgtG1YDgI8jr9v1q+PCcbAP3yDg68Pl0K8VozWu5aCxkJLlKRgA/4CD+sIcMjMzyVxZRZxfSVyAJFgSk0gis/OqqN+yiTVfS9WvFOLS9Wo1eYszyVycR/Wr+pUXCxu5lZtpbu+i8QH9OiF0dvRyxKf8aZ6dy/DCJSP5c1KUP33H6N2pXx8f7qfKyFmcSWZOGU0n9GvFqI1nOXh3IIj2sv+pehwD6sklhpqXS+WjzbR3DR2CerGSYElMHl/7ET+6dwGpM2ez+LtrWZem3wBgIRte7KKrK8LjiVX6jYUQF4w5LMpIw2KSQS9iODrp/aNaob0xjYJb9esjmFGILVn50/emg079enHJMhrUcsfv4dg+/VoR5tZFZNxq4VIqqic+WPpOg1q5tbMh/kNOLw4ZG7DrA4BvbKJDXWZ/ZKF+j4vDdUYSg/9cReK0sLVxteqJQJAVOA+TWLM9sKwBCbuEEGJy6+w+ghIumbEujti6FsaSnab2QHk51CWDq0TIvOtMyh9nP+Qd/UpxyZv4YEmMiN+vtpyd9vORfuXF5t9e4bW3lVHoZ47t5sWIv2UH2L5xPeurAo/dDOg3GZEPOXMKYIAz/1e/TgghxKT16h6OnFb+NFuziB0uWcieow7We68Ph/QeCCGG6TKLxfKpfiGA2WzG4/HoF0dkCHRfDsd3Guj6RjJwhgN1uTwSsUJ8icvYgL1iLonAGedj5G54LfIyAayioWsFyQB/epmlD27XbxDRqie6WPF3AMd5eWkp26MsGw6/XwnwhBiOkZStQXfU0PGQDSM+nI/mUKUdrz9knYmMNdUUfdVKMKmTz0Pfb5up3tKDV7OrIoOaHZXYpoJvXy05D/dgyiim/O5FpCWZMKj3XfZ5+jn06ybqXnCprfmaZ9jYQeV8I5x2UhtjQnRxUze5ycBxO5nFTaDdN6p+7JklKFuLi9lorg3bw+3U3G4CPPQ8VEDtQf0WqhmlNG/PxgJ4etZSUOsKrjImZZF/fza3WS2Yp4bqM36vm/2/bIh4zvNAI90rUyKfn7HWBZnIWLOeggWzQkNPB/14B/bT+UQdbdPXR7/mh2t6BsVlBSyaY8E0RV3m9+F5aw/NNQ30vKfbPsI1asoopbpoUShD3JCyxEjaXRWUfmNe6HP4vbj3ddLw0zZcQw6cYlTHfEhZN8x1URXT2J2LOostov4dmZQ8qV1iJC2nmLuzbcy6zkSw+jvox/v2Efb+WwMtu9xD3/uQY9tG+oO1lGSq5bS3l+q8anqHbDd+3wHTbeR++5tkzZuFeaohWNb7T3vo/53+9yL0OxGVply/EIykvJGepcno1Bk+1C8TceWTAEdcjBKyqGxtpXK5JlACMJqxLq+ktakYq2ZxJEr63FxsM0KBEoDRnEL6fZtprs4iVmgjxERydvepFbrYQ/EsK2zqEDwPrl+EAqW0B5tpbyknd35KWKUdwGCyKOf8w3GeMzA9m5oX2qlcrpujl2DANCOdwtpGKmPV4IfBuKSS1ucqyZ2vCZQADEbMt2RT+VwrlUtiX8kRU2mrZUnjxiyMWMmta2bzfenhn8NgwnJ7IZsbK7GFlgadl2MeD8Z0yre3s/nBLKUhSfvWEwyYktLIrmimtaFwGOVsHZU5mnI6IXKK8vH6DlheQ0drDcVLlHNQW9Ybpqq/F9uKh5k45eI3IcFSaH5Il9qrBJDI3IoIk/TD5ovMpep5dbl9E8uCy/VWsGmHul3LOmYHl6+iQX3e5nWzSfzinWxosodea6ed5s1rWPb5sCcLlzibO9c30PxiR/h+W6q484uhGTZBwTlZw31EmB/j8nJGv2zYprHwu5toatO+3w7amjaxemGkSUChhAn2Hy9j8Y/a1P06aF63mMTP30N9W+B52qj/1tAsdYt/rDmmXV10dXRgb2lgQ9FikiIcopDQ9zPk8eIGxnNmluf0RT+oUVyCbrqrmIzpPvra6ynKySQzM5O8yhZcaguyITmbkoIYFaTr86hemQJ/cdJSXUROZiaZmTkU1dnpU5/DlF5K3f3x+wnteVhN0Ztpp19d1r9Dee/KI1rLvBDAvk4OqY3D0YfiWcidbVb+HHBi12Som3adCQPge8tB08YS8tTzLq+yBZfarG66vYDSkdzLKSYblT8txTYdwEf/riaq7lLP9Zwi6tv78CaYyVieFrHyPCypxdSVZWA2KEMO7XXaa7mTfh9gMJNRVkt+tOLg2kVUr7Tg3dfCWm1ZEjgm84upfbSMwjkm/CdCqbZzCuvpfCuQpjCD4jVDy4qJP+bRNFGivnbtvsCUBye1wbJH26tkpbi+kqwZBsCP56A9lF48M4ei6iYc6uc2puZTvTFGo9Jn0ihbnoLvUEvou4/UIz+O3wH/+xqMCeD/iwv7T8qCvxc5hfU4BpTGZMPNWZQuD+zQQ9VK9b3uCJbU2DXH6kLqVRqpCQmWRu8AzzvVGSmJqXz1W1Fq3hmzSVFbTk699VsO69cDVxkX8qOH72GutvaekIh51mJW/2sDqyIFTJ9fwaanNnHPbcmYr9a2/iRinrmAe2qeouqOKO8p3jS9TZ63owzBS1zAmqYW1n1tNknTwlurpiXNZtm6Fhq+MzTYCUiccRf3fCUQUBkwL7yHn6xZQWpgUcI0Uleu4k7NPgBJJt0xMBhIvC6Zud9cQ9PzUY7tJBTsbfrAG6y0CXHhMGK+0Y/zp0WUPeXArf5Weve3sXa9nX4/gAHrV/J1+4UYZ6RgPG6n4ttVtPUGhpL4cO9qouw79Ti9AAZSlpaSrd9ZiPPChaMvGC2RFSkr3q0FpN2o/Ok+1Ilbu87npndLHjmr67G/3h8cduTd38bap53qNWDBNoJ7OcViWVNMhhnAT19rESV1dpyB4XA+N46nyij6qROvwTDKYMlC6bpcUgyA10n9d8poCg4L8+He1UDJ+k7cfsBgZdF9UT7XVBOG/Q2UPBwaxuXd38baRxwoR9uI9dYUDH9xULEqlGrbN+CgYXVLcB+LNULQMMHHPB4sayrITVYCpf4dFRQ81KRJL+7D3WunfnUB9fuVZab5+ZTND3uKkBtTsAzYqa5oC333kYzndzD4Pn0vrCXv22tp6uoL/l74BhzUb+hUfy+MzLp9fG7cfKGZkGBpxxbNhPxXA9Pxz3D4We1E/cDjcXZo9h149gDHATCQnLZSky0tZPaXktTlZ+h3HtCvBiDxi18l9TNnOP7qdmqq1rN+68scfletHBuSWfH91SSF7ZHEqgfvYbYaKJw59hrPb13P+qotPP/acaXnJ2EaC+7/UXiP1y8fj/CZYj3CP29Uw+htWljxPRYnKcWr/+3DvPJ0Deuratj+68N41IpS8je+x+qb9Huqrv1/7P9hLrk/fE29EKdh8m4nf2k5r5wMHKtpWHRNd2Hf76btvPyr1zg8oL7bKcmseGgdc8N3Ue3g8bBj8TyHP9BvM3Gkt0lc6PxHHWzaFfgB1zjRxN7j6jV8nYXoA1zcODY10adfDOBzsKmrT7kRqHEm8+7QbyDE+eH6hUv9zYo8FC9tsRWlX6kf5zNhoRI9j5ZRvXPoTD4AXu0NJpAwThvjuDgAbBR9WQkA/EftVD4b+XV9u6poOxjhOh6O+UXclgTgw/l0FY5IT3O0AUefUh5Y/j7aParc7HnKMXTuzdEmnMGeOR+ul+ojlBed7Fdq23CthXm6tRN7zONB870d76T2yaGfWOHDUduJcmjNzFsaraT1sv/ZKOVsmPH7DniqirJnIswLAzjRxpG3lT8NV6lZAi9xExIsnTp2mMMu9eELzRXx/1WzPPg4zintzmde4MAf1C7Bzy/g20Mq+kksvFntXv+gj98O6cdUGT7iaPO9lP70Zd5wHebwru2sL6zhtXfV9Ulf4i5tGZuxisV/pwQeZ36/hXvXPMaLuw5z2LWbFx8r5d6fH1UqDfoer78ej/CZYj10nxcAP/6zysM9EAj+Qsv8ker0iatYaVPeh//kK6xftZ5tv3yDw643ePln6ynaFAiAklhwd+TQhQ8GOPyfZzjzn6HAzHPiFU5xlD5P4EWHpvQO+373vsz2xsdYX5xL+S61te+6uaz4Wvg+ilMcDzsWHvWO7OPvo7MfKsfyXU+wFym4zHfm4s88KC5K7jdbIv/4AX3vqJWTqdcwU78y4ISLlhg30fQ9e0RtlTdy/eeGtFUKcX6csBMYhDJ0KJ6N7C8odQT/USdt0S6QiI7gVbc3/m3Uq2b4ZqSTMh2ld8IZ/VoF6HzTParfw7SvpmACOH2EPTGSHDhOqL/PRhOz9CsBvG5cEcsCH0feUd+5382hKDf2db49jPImojgf83i4dVHoe9vbFN4zqedr4Yh63Iyf/XLkYaGnj+EcTjbG8/Yd+PD8TyjQihbyXUomJFgamzM8v+eoWnlP4kv/FJqRBMBNy7HeoG55/ABRBqjBB33s/qW+b+YAPwuUsJhJ0pzVod4qD73P7B7Sq3PmhZ1qL4gBy8x03dqxep7ylTnkrMyhvDnwypplz+o2B/h6qtoz5ufob7ZxVL/e+TP+z5+UP6dZlKx64+3oM79X03oncl1yeL/d+fbGY0XkrMwhp7AmeM4El616jDd02wsx+fl4/8/6ZSGuU7GqZgrfO4H71kRzjPfVVl/TdUPaKoU4T9x0HlKrsOY5ZGuHP83Pwhqo6B60Rz2/TTenk3t/KeUbt9K4rZn2nV107W4mSx2+FxefN6nDoXx4z3XPi3c/HFWwlGJSewKm2qjs7qY7yqMjR+1PmnpN5J6lU+/Qq1+mF+OeRO6z0Y50yIQc83iYMU0JQPHiGVK5GurY++pnn5JIpJni+Lwc0S+LZAK+A2OSlayCUkorN9O4rZnWHV10dXVTPGd0g0AvVhdAsAT8+mUO/VX503zLsrAhXYn/GAoS+n//imaNzl8HIgZSZ97yBAMh0w0LgstTzWqB88EAh08GF2u8xoD6nhJN5z8QmJ00TR3fPMDxX+rXogxRfE/9pNOuizIsbpQSk1h81zo2bWmibUcHHeqj7SdfUgsYuGpaILGHEEIIEV/uTpfa4m/CmhnK/2XLtCq/Q/5+nM8OrTwa00tpbO+mfVs1xXnZZM23knKzBdMUNUPYoH6PMfjsNWqw5OWd1/Ur48N01eSv5E7oMY+Hv71KrV/5eD9aavqR+L++2L1TEyE1l5qWDjpatlJ+bzbZGWmk3KykcTcYJuF3cJ5dGMESB3jlv9Qu42vnhA3pWp6qBipnj3IgYpAwfIaEK4N/GwM5Ia+eyzp9pjb1odyTRyce2fBGYdqUq9S/klkx5DWUxzp1mF48Jd6xjubnm1jzrYXMnpnEtCkGDOpjWpJ5QnqwhBATZSbXqPfZ8J2SNChiEjnRglOZ4IzJmqWmS7aRZVWa7Px9e2nTbg8wv5LG6mxSTMCgF/fBHjqfrWftQ2spUbOUaTPnjVmwAmrEeK5Mb5pUziMRTFT0FwdF2kxlUR8TnG1yoo95PHzoV3v5jFwTKYHIhcaYz9b6YmxJRhj04XnLiaO9ieqH1lKmZtSrVRNVCMUFEizB4X8LDelK+UogpcIKZt+kJjQ4eZiXNduPlVczt+pCcPzU+bgz0zJ+dP9CzFOAwTMcf+1ltm/SJnsIzJMSQlwIDH9zvX5RuDss6kR5P++cDLWNngoM94g5Nj6Na6T1RIwbH2371AQk061kzQfu+Dpz1BTdR16363cg/+505Xw+7aR+ZR5FD9XS0OrAddBF/3sAFoyf0e81Bn9+Xx0GaMJ8jkq3MeX6oRnMhuFkYAiYyRz5/jrn2YQf83gY8Ia+t+gJhYOu/xu1sd03OTPrppVlYTUo8506v5dDweoq6p+y03vQRZ+aUe+aKZO/h3Iincdg6UoMse4ErHfyOd5QEz0kzvoq9yRqU4b7OX7gRf0e4a5NinjfnsRkU7D3Q5uS+0BgYhxnOPyzpSxdGuPx4PbgfuOWDe8cBgbeDY5vHvh18dD3qH3c+UjEIYkjdtdXSU0E8HP4uXspfWw7L+/VJGz4D58kShDiAmJImhMzJbjtyzOVCpy/n77doeWh+VAxWl5npJOi5uIRYjz4XnKpKY+VoXgZ/zBLOV9PH8ExZBJ8BtYb1MFVfXsiZ40zLuKm6fqFY/Bqn5KyGwMz58W60iwU3hpxJtE59b55UqkLTJnJvOA9ciaL83DM4+F1Fyd9KLdNsBXGDmKNhdiSlc/o+WPP+R9uF8G8m0L3HGuIOAfLxqwbJVjSmvhgyRfozjSQYlsxgmFamkQPhlTm3p0YSsLgP87hX+m317nayuJv6F8tlVW2wFwaDwO/D60Z2PsHtVckkdl3b2DZtaF1McUlG94o/PIwgczASXesY3WkG+bGmzFwH4iP8Hv1KTAg9b4v6dKxjwcvvrPqn9clx7hxsRDinIxp5Ee5maJxTjmltytDmnxv7qFFW9HZ7w6mbp63MtL+RnIfXBR5InkExinD3VIIDZ8dl/pDaPpcPjlqxkbvoV8NveGnhmFKYC6RlpGsh9QW+LjpDL4/46351CwZ+qoA1gcqyRrtj+eOXo74AIykfauGrMgvAcY0ChtqKNYvnyATd8zjoZOX9islnCE1l7oHrPoNVEayKrPVXpt+9v7Cpd9gcvmMkUifxPpAIfOGFbAOYzjpRWLig6VfhSr1iV9cRdvzDWz4/mpWl6xmdck6Nm1pYF3ENNPAr3fTp96HJ/lL32VxIGX4fx9lx9C6ejj/laQWPUvD91ewIG02s5esYtP2TSxWM+kx8Hte0J7Xrp/xb041jJk2l9UtdpoeWcOdS2YzO202s9MWsKJoNWvK7kSXn+88eZHtvz6uBKKGZJb9axttm9ex6hsL1Pc7m8V3rWb1ulXxCyiOB1KMJzL7n9awWL3hb2LSAu58pJlNSz5iQE2OcaV5gXLsZoZyw0ybGTiWgYdZcxM+A2btulmB7IR6uzkeSAWTOJtVmvNpXU0TzU+uI5S2QwgRi9/vxzS/lMZHi8lKUqsyRgvpBTU01mYpw2f8/Tie7Azf8WBrMHWzcV4pjRvzsak/tsakLEq3tVI8B3xqJr3IQpn2zAtKyZ8ztColRGw+Wpz9yu+gKUWZF4OXvm6nfkOgh7631abbOfnUrcnCEjjlk7IofryZ8vngjXnOjpSPll/0qg0LJmzfb2br/aHXZbqN/I2t1K1MwXc8cCPZkeqkoStwDGyUP9dI+UpbMNkS01PIur+G5uc2k596Tdie4+98HPP4cG5tC92Ue2UdrY8Wk3Vz4KgasaTnUr6tlfJ5RiXh2M6tNE22uVeq/SfVCRI3LqJSU1Yz3UZuZTN1Ky34vIGxShH0B4aTmrntwXzSLoGieuKDpTPPhyr1gOHaZObesYxlX1/Gsq8vZPbMZD4fNc30a7xyWA1gkhayUA10jh9+YUhq7yH++zAHPkgk+Y5VVNVsYlPZCmar3cH4j/PyT7epc6ICzrB7w7/w4hH1mRMSSbIt5p6yTWyq2cSmmipWfXMZi2+fzWTJ83b06R/y5GuBexUZmDZrISu+U6W+302s+dYyli38CslD7lU1Sj0vsvtP6qslLWZNk52uri7sTVXcYzPDH37LG2fV9TctUI7dmpXB3VeuCRzLwOMeZl+trrx6Nvdo1z28KkoGvzO8sOdw8PvXnk8L05Iw35TEMIYYCyEA/8EW7MfBfGsu5S0dSprhjmaq77VhNgB+Dz1bKyJUAtw0PNUZHGJknl9IzQtqiuKWcrJvNuDpaWKPmkE0sh7a3lB/xKemUVinvn5343lr/RYXoNa9HDkLGNSRD55DdEa5p03btk512J6RlOXlNHeEztncW4z076g+xzk7CvtqqW3tUyqbCSaseaHX7X6hhsL5Zjhup/qlaAmhz839VAUNPWpdYGoKWQ/U0B5IG/5CI+V5NixTgfc8HNPvPM7OyzGPB5+Dqu824HwPpYy7NZfybe1qGdVBc3UxWTcrgZK7q5aKqDeuPf9cmsBPW1Z3v1BDcYYF374GWv4YI1h6tY29f1H+NM4pZHPg/G26eEvqiQ+WgKNPl1L42CscHjhFIHFL0Fk/fCb6EIwDv3hDF9QMcPQ35wyVgAFqNm7nwIBm20E/p06+wfP//EO2/0G7bcBRnl+bS/5jL3PgmIczgeFeAYPKDWInT4/xGXY/VkT+D7ex2zXAKTVQCRr04z/7EaEmprE6yvaHHuH5vQOc0r7U2VMM7N3O+h+8iPv0+M9aOvPL9fxz8xsMhL0J8J89g+ekB1+g91AIcQ7v01RcQO3OPjzaZu2zXtz77NR+u4DaXVHau/c1UFbZQu8JL35N2lm/103vM1WU1DrOed+Yvp+UUN3Rj7ZR03/6w1G2sItLk539moqe5z9aiToY6mgTJeUNON4KP2d9nj46awsoGacKb9+zZRRURL5WXDtrKShuYmyv7MNRW0BBrR3nCW94PWvQj3fAhePJKvLuqo45PHFcnKdjHhfvdVJ1Vx617U76Pb6w989ZL+6DDhoq8ij6Se/kLrN8DqqKqmk76Eaby0wpq9dS9LCD/6fdfog+6r9bTaf2Oxz04/ufSf2px+Qyi8XyqX4hgNlsxuMZXi4zQyDN9oSZS9XzG1hwLfj/8CL5P3g+Ss/SKhq6Vig9P396OTwRg5gQiUmpmM8e5fhkbCmKE/+QiF+I6EZStk6MDGp2VGKbCr59teQ8POHVJyFgUl4bQoiL1UjKm/PSszRWqWUPsOBagDMc3RMtUBKTwZmBiztQEkIIIYQQF68LK1hKTGLZ+mY2LVHv9PGn3Wz7tX4jIYQQQgghhBi7SR4sJbG4ZAP1WxpoarHT8WITq29TM6b5j/PKE9t185eEEEIIIYQQIj4mebCUzFcWziV1ZjJJ1yViSFAXf3CUF6MmZRBCCCGEEEKIsZvkwdJHSqaNs378H3gYOHKAV55+hPw7y3n+P2WmkhBCCCGEEGL8xCUb3pVXXslll12mXyzERe/TTz/lo4/GPz26uHiMpGydGJINT0wOk+/aEEJcrEZS3sQlWLr88su54oor9IuFuOh9/PHHfPLJJ/rFQkQ1krJViEuJXBtCiIkykvImLsPwPvnkEwYHtXfnEuLiNzg4KIGSEEIIIcRFLC7BEmrF8eOPP+bTTyN2VAlx0fj000/5+OOPpYFACCGEEOIiF5dheEIIIYZHylYhIpNrQwgxUUZS3sStZ0kIIYQQQgghLiYSLAkhhBBCCCFEBBIsCSGEEEIIIUQEMecsCSGEEEIIIcTFZrhzlmIGS8N9EiGEEMMjZasQkcm1IYSYKCMpb2QYnhBCCCGEEEJEIMGSEEIIIYQQQkQgwZIQQgghhBBCRCDBkhBCCCGEEEJEIMGSEEIIIYQQQkQgwZIQQgghhBBCRCDBkhBCCCGEEEJEENf7LF1++eUkJCRw2WWX6VcJEXeffvopg4ODfPLJJ/pVQkxaoylbhbgUyLUhhJgoIylv4tazlJCQwBVXXCGBkpgwl112GVdccQUJCQn6VUIIIYQQQoxZXIKlQI+SEOdDQkICl18el1NZCCGEEEKIoLjUMCVQEuebnINCCCGEECLe4hIsydA7cb7JOSiEEEIIIeItLsGSEEKIcXRHJa07u+ne3U71HfqVQogJ90Aj3d3ddHc3UqxbZSnYTMfubro7tlI8Q7dyuO6ooaO7m+7uDmrkmj8n45x8qre307W7W/ledjdSqN9IiFGSYEkIISa5jH+Yh3kKkGBizj9k6FcLccnJretSg5VWykcSkBgL2dqlVKi76nL1a+Mi67Y0jAmA0Upaln7t+MvY2KEcmx01DK+0yKBmh3JMOjYO3SP4fFEeXTtaadxYTMZ0/Z4aMYLLsTIuqab50ULSZ5gwBEbkJ4BBt50QoyXBkhBCTHI9vzuEdxAY9HLodz361UJccuz7juAHwEzaCot+dVTGb9mwGgB8HHndrl8dF46DffgGAV8fLod+7cXHMNVMyvxcKp9rpXKJUb96nNmo+HY6pgTA66KlMo/MzEwyM0to0m8qxChJsCSEEJPdq9XkLc4kc3Ee1a/qV14sbORWbqa5vYvGB/TrhNDZ0csRn/KneXYuwwuXjOTPSVH+9B2jd6d+fXy4nyojZ3EmmTllNJ3Qr72AnXbR8tBa1moe1U924jyhfhEGMxlldaMfejgat2dhnQ7gp69rA237vfotRJCUsaMlwZIYve800NXVFeFhZ8PQnnwhhIhhDosy0rCYZPCMGI5Oev+oVtJvTKPgVv36CGYUYktW/vS96aBTv16cg593DrpwaR69OxqoWlXA2l3qzT0NKdx2d5p+x/Ez5Up1uJ0Xz5vq+SCikDJ2tCY+WApWsKVCHVXGBuyBwOOJVcqyb2yiQ11mf2Shfo8L16X0WYUQQsRNZ/cRlOqxGevic1fQLdlpag+Ul0NdMpw1fny46jpxnVX+M980T7/B+PnsNSgD/3y8f1C/Uoj4mPhgSYyI36+2lJz285F+5fn2y8dZX7U++HjedUa/xYhM6s8qhBBicnl1D0dOK3+arVnEDpcsZM9RB+u914djn369GBsH7nfVP6+1DDOxhBAXBgmWJrmPTqtd25PRX49z2HU4+PAos21HbVJ/ViHOp1hphIesM5GxZiutHZqMVR2tbF2TgUm3q2JoJixTRjE12jS83d10tDZSfVea2oobbrjZt4qb1OdrCuXDCmXaykWdTULKSm22rfhnzxIXix5+dUido2K2khVrKN6MbNKSlD89b3bi1KwyJmVRvLGR1h2BDHtqlrf25qjnfEzDyvxmImONMn8k+Jq7u2jfXk3+nBG/4iQwk6s+o/55ysN+3dr4CpVZ3SuDpQa5mu8uUlY/U0YxNdta6dipKV92dyllW4EtSvk49Ps0ppeytTVQbrVTfXvk7ZieQenjrUoa+e5uund30Pp4aVjWwKEpz4dxDky3kVuhnDvaMrprR+RyXsrYsZNgaTI6dYYP9csuVpfSZxVivCVkUdnaSuVyK2btb63RjHV5Ja1NxVg1iyOxPtBIa2UuNm0aXsBoTiH9vs00V2eNvPIoxDhxdvehhEuxh+JZVtjUIXgeXL9wBZenPdhMe0s5ufNTME8Nn8thMFmUc/7hoRXvMZmeTc0L7VQu180fSTBgmpFOYW0jlYFa7YViRjopZuVP78n96vDIycJK7qPttFfmYrvZjHGKZlWCQSnb7q2htbWSrHMVbqnF1FVmYw0WsAaujDQFKLWYxucqyb7FrKSRB0gwYr4lm8qf1ZBlBGveZprr9CnP1XPg0UYq52ueL2B5DR2tNRQvUc4dbRltmKqW89uKh5nwRAzXhARLq57QTP7/hjq7kkTmVugTA3TR1dWAOnMFmEvV8+py+yaWBZfrrWDTDnW7lnXMDi5fRYP6vM3rZpP4xTvZ0GQPvdZOO82b17Ds82FPFi5xNneub6D5xY7w/bZUcecXE/Vbx0h6EO2h/bwql5cRD2jTzP1p+I5+Zey5YmHfT1cXXS9uYCGQ+JXVNLRpPre9iQ3fTA3feaxG81mFEBHddFcxGdN99LXXU5STSWZmJnmVLbjeU9YbkrMpKYhRG7g+j+qVKfAXJy3VReRkZpKZmUNRnZ0+9TlM6aXU3R+/n+Keh3PUVL92+tVl/TuU9y4pgMU57evkkDooIfpQPAu5s9Wa/IATuyZD3bTrTBgA31sOmjaWkKeed3mVLbjUTivT7QWUxi3Dm43Kn5Zimw7go39XE1V3qed6ThH17X14E8xkLE+7gO4TZKV4fZZSQff3s+fn2n678dBD1Ur1mO0IlhrYg2VGJjkPB+akGcnaWE3xrUp/i+8tB03B9OKZ5K2ux37Qgx8wmDMorY/VoGQk7XvZpPi0KcpzqBqSodTMog25WLxOWirU8u2uKloCvaAmG8WbNlN2bxqms24cdWpZm1NE/c5+JdBMMJNxf+nQoOd/X4MxAfx/cWH/SVmwnM8prMcxoAzvMdycReny0C5Sxo7dhARLo3eA550Dyp+JqXz1WxGCE4CM2aSoLQWn3voth/XrgauMC/nRw/cwN0nzHAmJmGctZvW/NrAqUsD0+RVsemoT99yWjPlqbetPIuaZC7in5imq7ojynuJN0wPjefs13co4u9pEyk2r+Nd1y0iepvnciUnMLfrxkGAr7ibyswpx0TBivtGP86dFlD3lwK027Xr3t7F2vZ1+P4AB61fydfuFGGekYDxup+LbVbT1utXWYR/uXU2UfacepxfAQMrSUrL1OwtxXrhw9AWjpchD8W4tIO1G5U/3oU7c2nU+N71b8shZXY/99X61l0q9bp52qteABdsI7uUUi2VNMRlmlFTXrUWU1Nlxqg0R+Nw4niqj6KdOvAbDJAyWDFx/axppmkdWQSWNO7aSm2wAfPS1b51c6dKXP0LxfCVQ8u6rp2B1PXZNenHvWw6aHiqgosOtBEwxG5TMpCS5sT+y9hwpyo2YEpw0lFTRdkgtiN9z0lZRjeMv6hapaaQYPDjWFVG/Sy1rfW4cW0poOajukzRraE/X4Pv0vbCWvG+vpamrL1jO+wYc1G/oVMt5I7NuH58bLl+qJiRY2rEllARg/atq8MMZDj+rWR58PM4Ozb4Dzx7gOAAGktNWEik0mf2lJHX5GfqdB/SrAUj84ldJ/cwZjr+6nZqq9azf+jKH31Un2RiSWfH91ajDmVVJrHrwHmZPU/47c+w1nt+6nvVVW3j+teNKb0jCNBbc/6PwHi9d0oNzP8I/b1Tj2AMT/H6C342JpHvnkoyHwy9tYX1VDc87lZYXSGT2sjvD9o+7cfysQlzM/EcdbNoVYQDMiSb2HlfLu+tiTb5249jURJ9+MYDPwaauPqUcMM5knn7ulBDniesXLpRwKfJQvLTFVpR+pX6cz4SFSvQ8Wkb1zigV31d7gwkkjNPiMS7ORtGXlaDLf9RO5bORX9e3q4q2QIV5MpmaRuGjm9mseZTfm0HKVMDbT2dtEWXPRiw9zhMjhf84Sxk2fNpJ48OOqMMD+55oYv97KA1Kt+VHHWrs3ddC01H90qHcv2vCMeTF+mg6EDr/fAft1Ed4rs79x4I3XLboh+I9VUXZM67In+NEG0feVv40XKWfuSTGYkKCpVPHQkkADvtCWQD8f9UsDz6Oc0q785kXOPAHtWvx8wv49k3alQBJLLxZ7V7/oI/fRssGaviIo833UvrTl3nDdZjDu7azvrCG1wLZW5K+xF3aMjZjFYv/TmnXOfP7Ldy75jFe3HWYw67dvPhYKff+/KhyMut7vHRJD8790H1eAPz4zyoP90Ag+Ast88c5VVzw+wl+N4lYb7mSN7YWsb55N4ddb/Dihuc5/IGy1nBdMgu0TzAmE/tZhbiYud9sifwjCvS9o1bMpl7DTP3KgBMuWmK0CvuePaK2yhu5/nPRqhNCTLATdgKDUIYOxbOR/QWljuA/6qQt2gUS0RG86vbGv4161QzfjHRS1Buo9jujX6sAnW8qPR0XAv+Ag+qiEhp6Igd/5082aclKPc5z8CWiVQ8VTrr/qL7/pFlRes59HDswnCGGXtyHwoPyAN8f31G/dz/uN6Pc6eugR+3hNHLNiGJ0H57/Uc8ayUgYVxMSLI3NGZ7fc1TtaUjiS/8UmpEEwE3Lsd6gbnn8AFEHbX3Qx+5f6vsrDvCzQAmLmSRNCRvqrfLQ+8zuIT0dZ17YqQYPBiwz03Vrx+p5ylfmkLMyh/LmwCtrlj2r2zzuDCS++394PKxkeY2Bv6p/Jhi4UrtqTM73ZxXiYuHj/T/rl4W4TsWqmil87wTuWxPNMd5XW9pN103gvVSEiMlNZ6Byap5DtrY1fn4W1kCActAe9fw23ZxO7v2llG/cSuO2Ztp3dtG1u5ksdfheXHzeFLwnkDdQ9Yjm3Q8nX7B02kltYJ5LYH7NIBiSsqhuVpIWTCozzCj5M/x43aGkHtH0vqsGSwZDlJ4lH94/6JdF4uWd1/XL9Px8GGis1zvhi3qeBhiTrGQVlFJauZnGbc207uiiq6ub4jmTb/DmxeACCJaAX7/MIbWibr5lGXM1qxL/MVUdPuen//evaNbo/HUgYiB15i1PMBAy3RDqL0k1q12YHwxw+GRwsUYoeEg0hQ/guxh43AeGBIjbH1zK0qVLWXrnIxGPpRBCCHE+uDtdaq+nCWumLbjclmlVUin7+3E+O7QKakwvpbG9m/Zt1RTnZZM130rKzRZMU9RMY4P6PcYgeAPV4VSmJzl1fk3BT51KL4jJRnF1bpQg4zyZGQhOYwQmI+LDF6PnfUKk5lLT0kFHy1bK780mOyONlJstmKcaMBjifL6KoAsjWOIAr/yXOoHz2jms+FpozfJUNVA5e5QDvwwtHw1DQqi/xGhQo/Or57JuSAY75bHi70L7BsUjG94kcOZUpDQZQohL20yumar85TsVyKskxCRwogWnMsEZkzULJVyykWVVGj79fXtp024PML+SxupsUkzAoBf3wR46n61n7UNrKVEz1Gkz541ZsCJrxHiu7HqalNAj5R9U+6SmXMX1+pURXc9VapIs77sju0OSb9cmWvapg8bm5LN+ySQKl7xn1B4aA1ddp195ATLms7W+GFuSEQZ9eN5y4mhvovqhtZQVKhnvavcPbRAQY3eBBEtw+N9+j9JrnUjKVwIpFVYw+yYlqPGfPMzLmu3HyquZW3UxSEyQrlkhRGyGvzlH1eoOizpR3s87J0Nj8k+dVX+gY82HIo1rImXoESIufLTtUxOQTLeSNR+44+vMUVN0H3ndrt+B/LvTlfP5tJP6lXkUPVRLQ6sD10EX/e8BWDAGbrQaD39+X628mzBHytqnYUy5ftS9NL1vB4aTWbAOJxHLHVYsBgAf7/SPtLLtw/GoHZcPwIitoEwNVCeBg4HjbcBkGZr4Qy9tmnrEz34YzIo4maSVZWE1AH43nd/LoWB1FfVP2ek96KJvQPmk10yRut54OI/B0pUY1BbKYTn5HG+oiR4SZ32VexK1KcP9HD/won6PcNcmsVC/DEhMNgUz7GnTVB8IFDac4fDP1OFn0R4Pbg/uN27Z8EbAkDC0RrJ4xsXQrCKEGE+GpDlRJjYrbF+eqVTg/P307Q4tD82HMnJNtEqg5qaVQowH30suNXWyMhQv4x8CmdCO4Nip3zoD6w1KxdLXtydC5jLAuIibpusXjsGrfbj9AAZmzot1pVkovHUMqcp/E0rEMmvxuYbGGcldrB6ns8c4tEu/fhh8dhp29yuBqjmD0h9Ev1PRxHJwJJD44wvZ5wjiNIlAThxiaGh9/s27KXSvsIYIWfTAxqwbJVgaDxMfLPn86qRFAym2FRFTgUemSfRgSGXu3YmhJAz+4xz+lX57nautLP6G/tVSWWUL3CTXw8DvQ2sG9v5BTUWayOy7N7Ds2tC6mOKSDW8UPgocV7juZl2K9c+v4qufH/8L6PipwN2REjEHhkcKIS4cxjTyN2ZFrFwZ55RTert6Y8c399CirVzudwdTN89bGWl/I7kPLhp6g8UojFOGu6UQGj47LjVFvulz+eSoGRu9h34VMxOaYUpgLpGWkayH1Jb8uOkMvj/jrfnURBmyZn2gkqyx/ISeaGHvUfV15hRS90D04MWa9wi5c5T34TvkGHWQ4H6yhd7A7a4yyyg+1zDDCeGmZU+gtzGd8ihlG4D1wWLmqb2Qrl8NGbA5uXzGGPHGudYHCtXPcG5Sxo7MxAdLvzpM4HYfiV9cRdvzDWz4/mpWl6xmdck6Nm1pYJ1mTlKYX++mT01fnfyl77I4kDL8v4+yQ5+NQM9/JalFz9Lw/RUsSJvN7CWr2LR9E4vVTHoM/J4XtMlSXD/j35xqGDNtLqtb7DQ9soY7l8xmdtpsZqctYEXRataU3YkuP9/5sfcwbvUYGD5/J23P17OuZDWr19XTVrMC/juQeudKzH+/ggVpyUxDudFsapr6mYyhXwWDMfA5Z5OqvZFvDAP/NRBMCpH0tZ/QXLNO+V6/v4H6pjbq79XtIISYVPx+P6b5pTQ+WkxWklqtMFpIL6ihsTZLGbLk78fxpC7l7cHWYOpm47xSGjfmY1N/tI1JWZRua6V4DvjUTHqRhTLtmReUkq9W4IQYPh8tTrWHw5SizEXCS193pHTPPfS9rTbdzsmnbk0WlsApn5RF8ePNlM8Hb8xzdqR8tPyiV21YMGH7fjNb7w+9LtNt5G9spW5lCr7jgZtCj4aPlm2BG5QaSFm5lY7tNZSuTA/dUHZpPpXbOth6f5qSAMPrpOnRWCHluTipfU69ia8hhawHo/VoGTDqbmyrfyjp1ePD19pIZyCAnl9O67ZyctMtwfdmujmL4kdbqcuxYAC8+5rY9GrYU0wa+0+q0eiNi6jUlLFMt5Fb2UzdSgs+b6DZPBIpY0dr4oOlM8+z/dfHg70ghmuTmXvHMpZ9fRnLvr6Q2TOT+XxytCaV13jlsBrAJC1koRroHD/8wpDMbUP892EOfJBI8h2rqKrZxKayFcxWu+DxH+fln25T50QFnGH3hn/hxSPqMyckkmRbzD1lm9hUs4lNNVWs+uYyFt8+m0Df1Pn1Cs//RntcU1n49WUsW5jKtP97gFde8wZ79JIyVlFV8z1WAthW8eMa9TPdETruSXcEPucmflykzT8YQ8+L9Ko3RINEzGkLle/1jrmkJk3DclOkgZBCiMnCf7AF+3Ew35pLeUsH3d3ddHc0U32vDbMB8Hvo2VpB05BJ724anuoMDjEyzy+k5oVuuru76WgpJ/tmA56eJvYEbj8QUQ9tb6iVgalpFNapr9/dSLF+UyGiad3LkbOAwYABwHOIzn36jRRtwYDCSMrycpo7Quds7i1G+ndUn+OcHYV9tdS29ilBRYIJa17odbtfqKFwvhmO26l+6R39niNztImKrT14zir/GmfYyH6gOnRD2R8UknGzWll+z0XTI1WRhyKOxKubsAd7tKIle7CQpbuxrf5R8U39PmPRR1N5FZ1vqe/r5iyKq5vp6FaOefu2cnJvNSuB0sEmqmPcuPZ8c21tw+llSBnb/UINxRkWfPsaaPljrGBJytjRmvhgCTj6dCmFj73C4YFT+PXf61k/fCZ69+CBX7yhC2oGOPqbc4ZKwAA1G7dzYECz7aCfUyff4Pl//iHbI+bOP8rza3PJf+xlDhzzcEYtdIIGlZumxrWXfgyOPv1DHnn2AAMfhA7qmYEDbN/4CLu9fsb//q5H2bKmhleOeDijTV856Md/aoD+d8f/HQghxuJ9mooLqN3Zh0dbYzjrxb3PTu23C6jdFaUqsa+BssoWek948Wuuf7/XTe8zVZTUOs5535i+n5RQ3dGPtnHUf/rDSVt5EZORnf2aCqPnP1qJeoedo02UlDfgeCv8nPV5+uisLaDkyT7t1nHT92wZBRWRrxXXzloKipuIxyv7dtVScNdaGna5cHv9Ya+F3493wIXjySry7lqLPeIcmJHy0bZtj9pzNomSPfhcNKzOY+0TDlwD4cccv5JVzl6bR95D9rgc93Hjc1BVVE3bQTfaHGRKGbuWoocd/D/t9hFIGTs6l1kslk/1CwHMZjMejxqBnoMhkGZ7wsyl6vkNLLgW/H94kfwfPB+lZ2kVDV0rlJ6fP70cnojhUpOYROoNPo4ei8sMqUnJPyTyFmLyGUnZOjEyqNlRiW0q+PbVkvPwWIbiCDF6k+/aEEJcrEZS3pyXnqWxSi17gAXXApzh6J5ogZIIc2bgog6UhBBCCCGEiLcLK1hKTGLZ+mY2LVHTO/5pN9t+rd9ICCGEEEIIIcZukgdLSSwu2UD9lgaaWux0vNjE6tuUiXj4j/PKE9t185eEEEIIIYQQIj4mebCUzFcWziV1ZjJJ1yViSFAXf3CUF6MmZRBCCCGEEEKIsZvkwdJHStaSs378H3gYOHKAV55+hPw7y3n+P2WmkhBCCCGEEGL8xCUb3pVXXslll12mXyzEhPn000/56CNJTS4mv5GUrRNDsuGJyWHyXRtCiIvVSMqbuARLl19+OVdccYV+sRAT5uOPP+aTTz7RLxZi0hlJ2SrEpUSuDSHERBlJeROXYXiffPIJg4Pau3wJMXEGBwclUBJCCCGEEHEXl2AJtcL68ccf8+mnETuqhIi7Tz/9lI8//lgCdSGEEEIIMS7iMgxPCCHE8EjZKkRkcm0IISbKSMqbuPUsCSGEEEIIIcTFRIIlIYQQQgghhIgg5jA8IYQQQgghhLjYDHcYXsxgabhPIoQQYnikbBUiMrk2hBATZSTljQzDE0IIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAgkWBJCCCGEEEKICCRYEkIIIYQQQogIJFgSQgghhBBCiAjielPayy+/nISEBC677DL9qgvWp59+yuDgIJ988ol+1YS5GI8rk+TYCjHRRlO2CnEpkGtDCDFRRlLexK1nKSEhgSuuuOKiq9BfdtllXHHFFSQkJOhXTYiL9bgyCY6tEEIIIYQQscQlWAr0fFzMEhISuPzyuByuYbsUjivn6dgKIYQQQghxLnGpoV4KFXrOw+ec6Nc7ny6lzyqEEEIIIS4McQmWLsYhYpFM9Oec6Nc7ny6lzyqEiCSDmh3ddHd307ExQ7/yklLcpByH7qZi/SoxWTzQqHxH3Y3ItyTExS0uwZIYmexHO+ju7qaroRCjfqUQQgghYsqt61KDlVbKZ+jXxmAsZGuXEox21eXq1wohxBASLE00YyGLvmAEfBz5TQs+/XohhBBCxGTfdwQ/AGbSVlj0q6MyfsuG1YDyG/y6Xb9aCCGGkGBpglnuu00pqN87xEs79WuFEEKI8WFZUkrNtlY6Xqjmgh/ouKOXI2pro3l2LsMLl4zkz0lR/vQdo1d+g4UQw3CBBkuJzM6ron7LJtZ8LVW/chKzUfRlpUj3HGjGqV8thBBCjJOUBYuw3WzGaLhSv+oC1EnvH9Vo6cY0Cm7Vr49gRiG2ZOVP35sOOvXrhRAiggszWPraj/jRvQtInTmbxd9dy7o0/QaT1PJvMmc6gBvny279WiGEEEIMU2f3EXUouxnr4nNXBCzZaWoPlJdDXT361UIIEdGFGSxdZyQx+M9VJE4LWztpZafPxAj4j+6l5YR+rRBCCCGG7dU9HDmt/Gm2ZhE7XLKQPUcdrPdeH459+vVCCBHZZRaL5VP9QgCz2YzH49EvjshgMOgXja/Exazb8gALbzBw5tjL/POa7RzVbzNO/H5lSumIGQvZ2p6P1eDDtSWHtcMYKz3hx/U8G/WxFeICMpKyNeiOGjoesmHEh/PRHKpeNZGxppqir1oxB1Jq+jz0/baZ6i09eHW7D91fv4HqgUa6V6YA/dgzS2jSrCpu6iY3GThuJ7O4CVNGKdVFi7AG3sCQ1zeSdlcFpd+Yh8WklmV+L+59nTT8tA3XkOw2GdTsqMQ2FXz7asl5uAdTRjHldy8iLcmEQb0Vm8/Tx96XWmjqcMVMkGOck03xvbncdrMZY6AoPevFvX+4r+8h9+EKctMtmBKAt+xkrtYekdEzzsmn4v4s5swIvTf/aQ/9v1OOX67uWOsZk7LIvz+b26wWzFNDvxN+r5v9v2yg7gXtsSmmsTsXdaZORIHjHWZ6BsVlBSyaY8E0RV3m9+F5aw/NNQ30vBe+eTyM5tqwPdxOze0mwEPPQwXUHtRvoZpRSvP2bCyAp2ctBbWu4KqRHU/VCK6VyPTnW6SeLiNpOcUUfvM2UqYbg9dAzPd1Lvqy4L9zqS7PJX2GCYD+9kxKngpsbMSyJJ/ir9/GrCQzxsB5MOjHO7CfzifqaDs09B3oP79xTj4VD2YzL3Adn2P/IKOFrPsqyP+HlND3MujHe3wPbQ31dP7v4ZRrJjLuL6cgMy1UDg368b3Xz57mahp6hpSW4hIxkvLmwuxZOrObx1blsHTpUnInMFAaC0nsIISIi4QsKltbqVyuCZQAjGasyytpbSrGqlk8HqwPNNJamR0KlAi9fuPGLIxYya1rZvN96aEKCoDBhOX2QjY3VmILLY1IeY1cbDNCgRKA0Wwl68HNNFdnRb31gvXerbTWlZJ1iyZQApiivn7rVgpjTnf9X2RtrKb4djVQAojLfbONpD3YSHtdIenaIA4wTFWOX/Pj+VE/F0Dag820t5STO19TgVQZTBbS79tM88NjS99gXFJJ63OV5M7XBEoABiPmW7KpfK6VyiWx3uXEcXb3qcF57KF4lhU2dQieB9cvQoHSRBzP0bFS2NDK5gezsJpDgRKa99XaUDi2az0hi5oNxcFASVkW+CON0u3tNFfkKvPctOdBggHTjHQKH22m+g7N8giUa7GQdO11HNi/rpmaaOdRai6bn26mfLk1/HtJMGC6OYvS+kaKzzWqyKiWlXm28HIowYDRbCW7spXWyujliBABF2awdMEJJXZw/7skdhBCjN5NdxWTMd1HX3s9RTmZZGZmklfZgktt6TckZ1NSMI4//9cuonqlBe++FtZqX19toDXNL6b20TIK55jwn3BQX5hDZmYmOYX1dL4VSF+WQfGaGPnLrs+jemUK/MVJS3UROZmZZGbmUFRnp0/9nKb0UuruH/ocxiU1VBdYlSHPJ3poqswjMzOTzMw8qp514vEDRiv5VTECtr/Npni+Efeu0DGO3kMwfMaCWmpyUjAAfo8Le13gs2WSV9lEzwk/xlvyWZSk3zNk2nUmDIDvLQdNG0vIC+6v+Q5uL6A0eO+hJkrUbWr3qcf/tJNadVlmZmZ4r0ZqMXVlGZgNynC10HvMoaiuk34fYDCTUVZL/jieZsO2r5NDauNw9KF4FnJnm5U/B5zYNcPgR348J4KRrI3V5KcaAT/uniaq7lK/r7uqaNnnwQ8YU/OprIx6Fp/TNd8oxmZ049CchyVPBtZOwzzNAIM++nc1Ub1aex25lAA1wUT63aXRMxF+5jYqC6wYtNdhThH1u9xq2ncTtoKyCNehjcqqYtKmM/Tz5xRR396HNyGF3HvTCA9vtawU15eSYTbAoDesvAyVRQbMGaXUjmd5KS4KExMsZWzA3tVFV5edDV9bTNXzXXR1ddG1o5l1dySS+q162naqy9rquefz+idYRUOXul7/eHEDC/WbB4X2a/vRAhK/spqGto7Qvh12mh65k9mhCVDjI5DYwd/H3mfimdhhIRteVD6L/cfLWPyjNvWzddC8bjGJn7+H+jb1s+5so/5bQ5tSF//YHn48OzqwtzSwoWgxSdGOy+dX0dChbm/fxIoh2yVy508Cx7mDhu8MfV0hxGgYMd/ox/nTIsqecuBW677e/W2sXW+n3w9gwPqVfN1+cTTVhGF/AyUPh4ayefe3sfYRB0qd1Yj11hQMf3FQsaoex4CykW/AQcPqluA+Fmv0Fl3jjBSMx+1UfLuKtl63OtTIh3tXE2XfqcfpBTCQsrSU7LA9s3mkxIYJ8B+3U7GqFvv+wDAbL87WKkq2OpXnM8/jm8vDdg4yJqfg39dAWV3oGI9dNo9806pU7jy91JaspWlX4LOBd7+d2lUV2I9DzBHYPje9W/LIWV2P/fX+4JBL7/421j6tfjYs2EZw76EQC6XrckkxAF4n9d8p07xHH+5dDZSs78TtBwxWFt03mteINxeOvmC0RFakrHi3FpB2o/Kn+1AnYb/C43o8R2n5IxTPNwF++ndUUFRrxxkY9viek7aHS2jYr7wz87xv6q6B4TKSkuzHubWMes15qHVmoJeGghxK6uz0vqW9jtbSGAi8k2zkRgskbzRj0l+HPiU4qwvsb55D1u1he2FZU0yGmcif3+fG8VQZRT914jUYogZLljUV5CYblPerKy+VsqiSzhN+pbxcVBg94BNiwoKloERS/ukeFlyr/jvFzMJv/YTv5aQyLdA9Oy2VFfffqdknPgwJs/nR95eRPE077iGRJNs9bHh0FeNXnTdS+I+zlFbOvr20RCqR4iBxxl3c85VAn7QB88J7+MmaFaQGFiVMI3XlKvRHNsmki3QMBhKvS2buN9fQ9HwDq4YErsAftrPt18eVlqHE2dz18ApNwg1IvOvH3Pl55Tj7j73CY09fCAMlhbgw+I862LQrQkFyoom9x9V5f9dZxvE+Om72POUYWrk62oQz2GLvw/VSPX3hWwCd7FciOrjWwjz96iA3jk1NEfYHfA42dfUp5Y9xJvM0w4CM9y5ilhHw99MZZX/frib2/gXAyKzbc/WrFf4+HI9G+IxjEHxveOn9WTW9EZ+8j6ZNjvDKvE7Po2VU74wyz+LV3mDCA+O0WLOUophfxG1JAD6cT1fhiPQejzbg6FO+Q8vfD/f+RuPL9QuXGqhHHoqXttiK0q/Uj1PXYDmux3NUNHWG453UPhnxLMbx1F7lMxtnkb5Sv354opYlAPRQ+71qOqPMTet5I5CJ0Ihppn5tgJf9z0a+Dns69qvfmQlz2FjCNArmKmeV/6idioifH3y7qmg7GO29h0bz+PY1UhXxM/bR4FBvbBwr4BNi4oMlmObfz/rcXNb3qC1B15rwNuez9AevMKD+hhqmWZgdttcOHq9az/rg43kOfxC2wTklfvEfSU30c+rIa7zyq1fY7RzgzKCyzvB3i7nna/o94sSYS1qygXG/W/i1/4/9P8wl94evqQXQNEze7eQvLeeVk8EDi0X3O7Jji+a4btrOy796jcMDZ5SVU5JZ8dA65obvAsDRpx/jlWPK8yZ+8R5+fJcaLiXeyY//KVVp7fngAE9WbmcgbE8hxFi432yJWonve0et9E29hqj1l7HyunFFzObp48g76jvzuzkUZW6m8+1hvMcTrpgZQ33PHlEDCiPXfy7UP5V9qzLEjQEXbVH3d9P3F+V9Gv7GHLl36+1j2KMd5FHKukV9b55DdMbKxHail/7hzTmO4Ahe9X0b/zbq0Y0q7aspmABOH2FPxMnyCscJ9Q0aTczSrzwfTthxqj80Q4fi2cj+ghIq+Y86aRvR9zq24zk62WqdAdyH2qIHzif6OHkawMA110c8i8/J80d71LLknP7gDQZL10SLI719dEc71w+exKtWTcw3aJp2ZmRgVUdMuvtiv7/ONwPD+XRuXUTKdJQy6XeREmeodruDveGmSA3DQqgmPFg6M3CYw2fOcPi0WiHHw/Ffn4I/9OH5v+qiKYmEz9s7xXHXYQ4HH8p43RGZ8hGHf5pP/trH2Na4jS0birm3/aj6PImkfCn6YL6xmLDEDh8McPg/z3DmP70Ej+yJVzjFUfo8H6lLhqZZP3VMc1z3vsz2xsdYX5xL+S71x/C6uayIGEgOsL3yeQ6fATCQ+k8/5s7EJFbV3kmqAeAUB555jN2BNyOEiAMf7/9ZvyzEdSpW1SJOTr1Dr36Z3tkPeUe/TOU+e+736Hsn0GodzTHeV1v8TdcF+qcsmK9WRw4k59LR3U13lEf5PLVyOc0csXfL/z+ec7z+SBkx/4363j54n1B6gUhcvD+MctN0czq595dSvnErjduaad/ZRdfuZrLU4WajkWJSJ/pPtVEZ4bgFHh05an/S1GsmRc8SuOk8pIYV5jlkz9esmp+FVZ370n8weuV7PI7nqMwwE8hFkLKyY8ixDz3KsU1VtgtdAyPh5/1A40ZMJlJuz6X4wXJqHm+ksaWdrp1ddG/PUnvrYohZVrzDh2f1y4DPm9QGDC+evnO8v3c/jFwXnDFNCfoxYntIf9w0jw4lOyIYueazuucQQmPCg6Xz5t0DvPxq+C/QmZ8fDfZ6JJqiNY2MxYWb2OHoM79Xj00i1yVHmW185mX+5akDSnBmSOXOZ37CsplKKX/q/zzNI7rjLYQQ4ycF0+ga2Ifwn31fv2iM5mFWG6p87x/TrxwRY3opje3dtG+rpjgvm6z5VlJutmCaYlDTMuv3GD7TVdFmgEx+7k6X2gtjwpoZShlgy7QqFWd/P85nh1a+x/N4jsrMQLAw3vz4Y47QMZL+YCPtu9tpfLiY3JwsbLekkJJkwjDFMH7H5bPXBIOld17Xrxymv70q6lwmIUbj0gmWzng5rF+mFZe0sDrjltghjhKTWHzXOjZtaaJtRwcd6qPtJ19SW2bgqmnJup1Czrz6GNudpwAwXJ2oZHk6+Qr/8i+v6TcVQog4mck1aqu671S/uuwUZ9SWav+hpmCmt5iPlVXEGKQTR34+Cgz7nnKNfqVOeJroMPMraazOJsUEDHpxH+yh89l61j60lhI1W5g209tI+QL3uvuLgyL9sYr4CL+/0Hl1ogXnceVPkzVLzbBmI8uq/JL5+/bSpt2e8T+eo+I9o/Z++XE9qT/ekR+R79E0NrbKRqpzUpTU+V43rp5OWn6ylrUPqRkDF9sJXHnjw4DhXFFjtOvkQ7/a4+TBsWro8Yr0CGUBFGKoSydYmnChSZq+N/eMW2KHsUi8Yx3Nzzex5lsLmT0ziWlTDBjUx7Qkc1jShujOsHvDDg4Hu9NPceDftl0Q974S4pIRrIDFHm6SNu1ctZOJYfib6/WLwt1hUYcA+XnnZKAhysX7aku5YbplkgwPC+jlHaVNaRjv7bZgL5Re/t3pyuc+7aR+ZR5FD9XS0OrAddBF/3sAFoyf0e81fCffV3+oTOYI6ZwnOx9t+9TEH9OtZM0H7vi60mAZZc7weB3PYNA57XrS9SuDrucq7b2LAg6+r16rBq6/KfaZMn7yyU9XrjDf/npy8opYW9tAW5cL10E1Y+AM4/j0gPUHPr8Zy2L9ynDGlOsjv4eBwHwqE+ZI2RGFGCEJlsbLjEJuSzUAXg51dOrXTgLL+NH9CzFPAQbPcPy1l9m+SZvsIZAo4txSy5YxO1joT2NBwZpxzC4ohBixYAUMjNcOzRamsJA+85yzECaEIWlOzHTIti/PVCpJ/n76doeWOwKZEW6cRfYky261/+Qw39vyDGapvWbhMrDeoAwu8vXtiZypzriIm6brFw5f75snlWBjykzmRUmrPpn5XnKp6fOVoXgZ/6A0WHL6CI4hc4bH73i+8z9qsGQ0cZN+ZcDyOVgijhVzcOwvyl/mLwTm1EywO6zqe/Nx5LeRs0IaF94UHH0SV68Gki4YmDkvVilgofDWKEfn9SOcPMswnkOI4ZFgaZyk3a3eLfwvTpqjZYM5n+76KqmJAH4OP3cvpY9t5+W9mmQP/+EjkBYipowqfrREbeM9q/5A3LCYH/1ofBJmCCFGYz/uwK1obv0mWRGaY40rS2PeDHVCGdPI3xj5PkzGOeWU3q5U0/S99u6Xneq8FQtZ64sJy0isNT2b6scrxzG9+lCu3wbu4RPjvRmzqPlWWsTPrWWYEpjXoWUk66EsJaHQuRgMRBwMuKOXIz4AI2nfqol4noDy/RQ21FCsX36++ey41PT5ps/lk6NmSvQe+lXM4ZZjPp46PX9Us7QZUlj0YKRv2kr5N6N9z27s/6H2liZlUflApP0VpuXVbH1oPM9iA4ZIvc3GLNYvVe8ZFndtOI8q36Hx1nxqlkR4fcD6QCVZUcsrO71qcohYzwFG0u7bSs39+uVChJNgaVyEUpW6/8MePfXn+WQM3MztI/zeoYkYUu/7ElHLoYDExWy4b4GSudB/lBfvWc/Lf1IKuWlf+Q4b7hjeQD4hxHhz0XpALYmm2ihtrCF/ntoubLSQtaaR1gfS4HSkNuSJ5/f7Mc0vpfHRYrKS1IqO0UJ6QQ2NtWoWLn8/jid1vfYnGmjtVUISQ3Iudc9tpniJJVgpNSalk1uxlfbmUtKj3nX7HGaU09rdTXd3BzWaezyd0746OtVKoCE5l7rtleQGvgOMWJaU0vhcOTZjP/1qz0K4HvreVvefk0/dmiwsgUOTlEXx482UzwevmiUwkv1vqxHzlFlkP5QRoWegk4aufqWib7JR/lwj5SuVm/wCMD2FrPtraH5uM/mpEcOt88xHizPw/lOUuUh46euOlF5p7MczqtY9atBpwJJTS6PmuU3z8qlprSNrug9fpGxwgHtLK8ppbCBlZR2t2usAI5b0XMofb6d1TXrweePq1T7lxsMYSLu7jtLgNWTEsqSYrU+XYyMw1C3efLT8ojd4Dybb95vZer/2u0knf2MrdStT8B2PfDNdgM4nHcFeRtv3W2msyMUW7CU0kbK0mJrtrWy+y8o10eY+CaG6IIKlaTNnMztN+zBrWjQMmLXrZiUNc67NOLoQEjscD6QYT2T2P61hsVpxSExawJ2PNLNpyUcMnFQ2vdK8gDuXzGb2TO1A+kRWPLyKudMAznD4uX/mxTNH2f7EKygNe9OYe986Fp/3L0MIAeDe0kSnejM7g9lGYW27mj63mfLlKRg8PTT9driDb8eX/2AL9uNgvjWX8hY1fXJHM9X32jAbAL+Hnq0VNEWYfN9TXU3bUXXWx41p5FY0B9OId7RUU7zEimkK+N91j26C+j/OVOe5xL4X0VA+2tY30ONRv4MZGRQHvoPuDporskmZ6sW5tQJX4DYaOm3bOtUKoJGU5eU0dwQ+Vzm5txjp31HNnr/q9wrx/XwPLrUSb76jkvbAcdkY6p1wP1VBQ496e46pKWQ9UBPcrvuFRsrzbFimAu95GFtev3HSupcjZ5XeMwOx72s11uMZXScbfu4KzhPUPnd7bSE2s5++9jaOKKdCBD1UP9KG0jliCL8Oujtori4m6xYTBvx4BkZ1Fp9DG4071aDTmEJ28BrqoLkiF+vUfuyP7Bn2UP0R21dLbWufcvwSTFjztN9NNYXzzfCWneqXot2gQLlJd8XWHjx+IMFIypJial4IpA1vp/EHudhmGGHQi2c8DqG4qFwQwdLKNZvYVKN93MPsq9WVV8/mHu26h1dFvInqxJn8iR0A6HmR3WovkCFpMWua7HR1dWFvquIemxn+8FveUIfVGW5awD1lm9i0JnSb8KSif+WeLyqR0Jn/fIF/+aXaO/WH7Tz2q+NKIXv1XB6oXXXuHiohxARw0lBaRcvrbrzaFu2zXtyvt1BVUotjvNIBj9j7NBUXULuzf+h73Wen9tsF1O6KVrj20VJawNonHPR5fPi1n8nvw/OWE3tdEXmrm0bV6597szJPwte/P+bQroh8DmoLCqjd2YfntKamPOjD81YvLRVFVEX9XMDRJkrKG3C85Q37XD5PH521BZQ82afdeiifnbXrm3AOaF5j0I/3tJp9QtkIR20BBbV2nCe8BHIVBLcdcOF4soq8u6pH/vknhJ39fwy9ac9/tEa/r9VYj2cMvh1rKartDD8HB/3qcxdR9uw50tMfbaGsYC0Nu3TnCuA/7aF/n536wjxKnhrNWXxufU+WULHFQX/gzrGo5+l/dVL77RKaxjmLU9+zZRRUtNB7Ivy78XvdONtrKVjdRN/VgREyPs6o97rW8u2qpeDbtdj3ufEGpgmo/F43rl1NVBXkUT2iRg9xKbrMYrF8ql8IYDab8XiG125gMJxj5GrGBuwVc0kEzjgfI3fDa/CdBrq+kQwc5+WlpWxnIRteXMfcq4EPDvz/7d19VFzlvejxr6JzmsWoi1FPpuYy5hTiEtJTwk2TOWnwNibRSIySJkK1pDEgComSxBJiAW2IFlITUAMaQRFsCjUFE0FTSJqXE2tsLklzkNMGrEJvhKuOS50c68zKuWNI7h97z9tmBhgY3n+ftWYt2C+z357nmee3n2c/m+33bsE5+HTa842s+I7mO/3xWjeN0sYVRAD8fR9LH6nQLNzf/N4cXr8cPkzPpLIiARNWjj+RRL6fO1oD0e959XnO3MfU+cZSMl+GBVvq2GwOBeycKkpki/MXLjSGe9ev4y5zOGHOTZ0/R/ef9/Lctn1Mda2ncp6jm9Mo/dUKInSAvZWKNTns8+rJF8q9z9Sw+mYd4KDzjRwyX+6/ZO333AoxAQRStoqxJpbc6h0sNNpo2bmc7F6DBoihkLwhArK2jMMrI4EO6sbSMPZiXAikvBmZYGkC6a9Cb36iloIfGqC7gdSU0kHduXQa7fMaGh6F8Xw7nYPqhhC4/s6tEBNBIGWrGGP0mVTWJ2CytVC6PJuxOM7peCZ5QwQisaiR9Fk6dej3PJq0CwjRh0DKm3HRDW/8SOCe2QbAQdvbVUMKlMYCe/fIBUpCCDHmLVHe72T723EJlIQYTfpkblGHKnR80iaBkhhWEiwFVQPZyxezePFS1r/aR79zIYQQ407cv96IDgcfnpRQSYjRE016cbI6rLuNljdrtAsIEVTSDS9AI9lVbDKdV0b43AoxWgIpW4WYTCRvCFCeRaqfD2dOHaHpSDPv/VUdIlxvIm5JIkn3LCL6eqV+ZD1RTOoTvl+cK0RfAilvJFgK0EhW6CfTeWWEz60QoyWQslWIyUTyhgDPgRv6ZvtrDbkbqxj8mIViMgukvAlKN7xLl3zGWxPOSB/nSG9vNE2mYxVCCCGEH78pp/StZjosNu+h6wHHeXX4/8IklkugJEZIUFqWLr/8cq644grt5AnnwoULXLx4UTt52EyW88oonFshRksgZasQk4nkDSHESAmkvAlKy9LFixfp6RkzbzMcFj09PSNemZ8M55VROrdCCCGEEEL0JyjBEmqF98KFCxOuO9WlS5e4cOHCqAUtE/W8MgbOrRBCCCGEEH0JSjc8IYQQAyNlqxC+Sd4QQoyUQMqboLUsCSGEEEIIIcREIsGSEEIIIYQQQvggwZIQQgghhBBC+NDnM0tCCCGEEEIIMdEM9JmlPoOlgX6JEEKIgZGyVQjfJG8IIUZKIOWNdMMTQgghhBBCCB8kWBJCCCGEEEIIHyRYEkIIIYQQQggfJFgSQgghhBBCCB8kWBJCCCGEEEIIHyRYEkIIIYQQQggfJFgSQgghhBBCCB+C+p6lyy+/nJCQEC677DLtLCH8unTpEj09PVy8eFE7a8RI2hWBGmy6HUzZKsRkIHlDCDFSAilvgtayFBISwhVXXCGVTRGwyy67jCuuuIKQkBDtrBEhaVcMxminWyGEEEIMv6AES8678kIMRUhICJdfHpQkOWCSdsVQjUa6FUIIIcTICMovvFQ2RbCMdFoa6e2JiUnSkRBCCDExBSVYku5LIlhGOi2N9PbExCTpSAghhJiYghIsCSGEEEKMTwsp2HuYw4cPU//UQu1MIcQkJ8GSmHBMGyo5fPgwh1/Lx6ydKYQQYgLTY7ojmdynK6l9q1H5LfD8vNVIY20lBQ/FalcUQgifJFgSE4yZ1H8zAdD1vytp1s4WQggxIelnJVPw61oqN6WwcLYJwxSddhGYokNnMDEzPEw7RwghfBqnwVIoMUl5FO/cxoY7o7QzxWR21z3Muh5wtPHOK13auUKMX3MTlbvljWWka+eNprG6X2JSiU7aQeXTKZinqQGStYvmA1UUP5ZNtvPzVDl1B5pp67bi6NF+g+hF8vY4YCYxdweVtY2UrdXOE8EyPoOlOx/n8TXziZoRw5KHs9kc9Nb0NEobG2n08anbskC78KS2YEudem7q2DrqXb31pNw+Ez3gaHuHKpt2/iTwYGmvNDt2rs/Ykva889yUkqadORbNXqTcLfdxs3xUjdX9EpOG/o4C8h+KxRACOCw0v5LN8qRU8opqaDrdQovz83Yd5UV5rE9JIin/qPZrhJbk7XFgFosWxmKSizSsxmewNFVPqOufqwiV1vQgcQeJ4zIonJ7CLVE6wMaZt+u0c8VE5goSJSgUYlKZnk7RejMGAEcHdVmryHuthcl4r0wIMTzGZ7D0u/0c+8QBgP3Dg+wJ+g2ivTyXl0OO8/NqK3btImLMMSXEYgL4/D1ef0s7d5J44zl3us3LYXeLpFwhxMSVsDaeSB2AjeaSTZS3a5cQQoihucxkMl3STgQwGo1YLBbtZJ90ugne/LdwK3Wb5hAK2Ju3k7j1mHaJCSKN0sYVRARwnAu21LHZHArYOVWUyJYgBK4OhxIIB8ZM/msFxF0PXW+lkrpzYM8rTfS0OxzXZ0x6sJTGH0UEdJxpzzey4jsAnexbmkmFdoEADTTdBlK2KkMa52K+RjvdQ2cdi9PLNRMNLHwoi1WLPbpn9Diwfd7Bkcp8So9aPZY1k1tdwEIjYGuhfFU2db1uy+tJLKomfZZeuXu/rhZT8WD2Swj/AssbgD6FktpkonXgaK8hKbNqkC1K7nxmO1HI8ieOYliYSX7qIqKNemWRHgfW7pM0PF9EzXt+tnK9mcT77yF+7kyM1+jQqe+qdnxloeOPleTvPIpnzlNot20h8YlNJMaZlG6FH9SxeJ07H+nD40l+KIFbok0Yr3H/fjmsXZx8o5SiflrVDHOTWb8mnlnhRvRT1Ik9Dmyfd3HmcBV5r4aOQJmjWlvG4ZWRQAd1izOoicukMMN5zq0cfyqJ/Le1K/Wt/+PrPeyTYWE6Wffcwkwf67x3oIqS6mYf1w3Syw+TGOHvfDhpr6/Hj9NtBdQ/ZkaPjeanl5N3yMDCDfmk3hqNM9lhs9D2773TzsKn6smd51zIF+Wc+tsrEVh5Mz5bloTQkoEdhFDo48mtriY3yezdjz1Eh94YTUJuNdW58bh/Zpsp/PVx5YdYH0vCeh8D7t+2icRZesBBR30h5We1CwgxCpbHqq1KDjqaBxsoaf0T8bnVVOcmuAMllPxjmB5HSmER6b7GlbqrgPrqAtLvUIIFZ6AEoLvGSPRduVTvSld6P/j1T8Q/lU/6D9VACcDje2IfqaS2KovEeZFegRKAzmAi7oEdVD7hrx9yNIlP11JbmELcTR5BAc6yIRLzvFkeEwMQcJnjQ1Q6RV7nXMeVAd3LHMzxqevkJmL2s07cmgKqq3OJ73PngyBEPYd3eQRKAHo17ZSnE+0xWYyskWlZcrXM2Dn1QgWOH29g/nXAeQvHyjJ5y/gkjydFERYCnGtnz1NZ7H7f8wvcLR69/OMU2+/dgu82EPd65/5UwENHY/jVw7cTEabur8NOd8tedhXtobWv3kqDbFkK/d69bHzgdmbdaCTUeYrsFjr/4w9UlPjeputu97l3KXjoGDGF67j9O2FKwdvjwP5JK3tf2M6e//SxMhB15wbW/eRW9zH22On+8152FVlY8cpm5lwN/H0fSx9R76O77sgPTOcbS8l82f2/d8vFL2g1b2SlORzXKT7XyR9e/gW7jp1zr9SPgd6hd9OTUlpLcpQO2+lSlj/WoF3Ar37Truv8dLP/56eIemIFEaHAP9rZk/8LPrv7GdJuCSc0BOzdx6j42XYOel6a0HWU1y0j3GOS4/w5Pnv/JAff2M2+P/s6L6Es2fISG8zKw3iWA1mklmj6lpg3U7llAUaAc6fY+dAW7+2qBtuyFLZgHZvvm0/UDWraAxznumn/02tsf+EYvfd6qHktlPlrHmf1HVGEX+1KPHQeeplfvBDJkz5aPN0tQwPRu/XIq2UpcQ+6/Ae49WYjoQPMa1oDTbeBlK1eNHdhfd8xjCa9vIjECB30WGnbW0XRb5vosil3pFNy0km4SQl62l5NYn21s3qpJ76wmqy5zpajDI+AKJqsX5cQPw0cZxvYlFZKm3uDA9wvIfoXaN5w313vomF5KqWDjpY87v5/bIFpRviggfJtVTR12+B6M8nrM0meZ0QHODrryEgvx+u2nJoPHB+30PC7Kpr+2ObKd+lPZhIfrgNstOxcTrZXN3GPbXd2QIQJ64FS8suUfOu1pHq8tg+aqPldA0fe7sCqtqbkbEoh1oByLtJSKfW6oaEn/qlKsuYZAHB83EzNy+U0HO/CBujD44j/8SoSb2whKdMjBw8obw+2zPH8fgsdnQYiw85QVbSNmpO+2nH6Mpjj817H9kETNa9WUadu23BTPIkPJJMw233NN6WXe5V9wWxZsnwMRqPD6/wZ5iaT82gKsdfj+/wBkE7Z4UQigY69i8l4UTNb+BVIeTPCLUuhRP54tRIoAUwxsuCnz7BxuRooAYRFseKhez3WCQ5dSAyPP7rMXXkD0IUSbl7N1qfT8HWjaCii7tnGS79azfwZHoESQKiRiFtWs+3FPJa4R6noLURHTO5Gls1wV1YJ0REaPofVT/6KtJs1ywNRD5ay7eEl3scYohzj47nDf09Ct2gjabe4AyUAXVgEyzY/z9bb+jrYIXIN7GDlvfqBB0qBMTB/0zIlUAK4OooVG57hxwuUQAkgNHwBP344xnMlME9VHjz2oJsSRnjsEtKerKHm8SUeg5U42TlYtJtTakRivCObDV7Xew6bM9RAiXO8+4rvQGlwQpm/vpyqzcuICfdIe4AuLJyYOzdTtbPv/BJ4XlOCw7ykGHegBKALI+LOzfzq4d5nKNgicjeybKYaKNF/XhurTBs2KZUWrDQ/m8r6l9wVLlt3E6Xrcmk46wB0RC9K8bjLbaOpsI42B6CLJP6RRNddYP2qDBZNA7BwpFgTKAkximZcq6bSrz7ljLYOOUj6aUYcJ4pZta5UCZQAPm+m5olcGjqVGyK6iNjeLQ09X9L2WjZJ92dT3qgESqj5rnhrAx0OAD0zf5ioWdFNHxGJ40Qp64t6B0oA2Lo4vjOJ5euKqVMDJQDryRqyX25WW9ZMmFd4t1/pVxWSqQYF1hPFJN2fR40aSADYuo9TV5ThHSgN0ODLHE9GIsO7qNuSPYhAaZDHd9cW0j3WWbWu2BUoAVg/aKL8sVVsqu/CAegiEshYpb3owaLHOM3R6/xZT9aQnVOnph0d0T9I1qwnRsoIB0sQ5jhJTmIiOUfVaO46A9bKZJb+bD/d6o1ZXZgJ7yqnZsCFvN20/sNrgX6Ffu92okIdnDtzjP1v7udgczd29T0Luu8sYfWd2jWG4MY01q2KIQylZafz2G525uWQU7KbYx+qtdrr5pOWu0yzooerY7h9ZiiOL9o59uZ+9h86RbfzmHURLPmpZt0b17HxRxEoVU0HlpZ9yja3VXDwQzuhM28n5mrvVUA7IMBButXJ9pbdXgMFOD/PvaFZ3+VKIiOmYv/wGLtLcsjJ28m+M872hzDm3HO/V+tKMJl/eotSAH/cTOUJ7dxgCUX3yW6Slyaz+4z6g/lt+PPPE0l89pRrABCDURMKNFfwC4/zt/M3+znY3Mm588rssB+s5cn7fAQD9oNseeVdtQXHyJLHNjNHnTVn81oWTAVw0P3mLykYYGvRgCzczMY7wpV0dN5C6+8rKMjLoeDl/bR+ph73jBVsfNj/1Qw4r935OGlqKxo9djoPKdvMKdlH6ycOwm+71Wfa2bvTI20ecqVcWl/tnW5z8p5jr2Z9NyOREVdiadlPxTYlzxz7yFkY+chrY5b7hcy2E2XkHfBV22qjtOkMDoBwM4nTPWbZaiiq78AB6GclsH4eoE9kyz3R6ABLYyHF8vC8GEs8buYEjaONpqebfHTp66L8HSV/gBHTPM3sl/JY/4qf54XO1nDmE+VP3VXa22ce/G5bcfTp9eS/5SeYOHScM18pf+rDIj1mmEhZpORhLEcpfsL/9wduiGWOB+uJqkEOzjGY43O/ZoSvminrY52258s5+TlKsHJLct9dCYfA0d7ENl/n72w576hBOlNN+OtkKYbXiAdL9u5WWu12Wr9yVi8tdP7+HLzfhuW/1UlTQpVAw+UcnS2ttLo+FrXACsCUb2h9Npnk7O3sKtvFzq3prKltV78nlMjvB2+o7AVrlhChQ+n6VLKGzO17ONjSSuuBPWzfsIbd76tbnXkrq33UkxU6vvnPnSSvzmJ72S52PbuF9Af20K4eeGjEHDz3OObH33dVKC3HCkjNq1C2+c4+dm5YQ8X736iBlMYXnR7n1e4+rw6Lx3T3p/ML79XddFz5xX5+tmE7ew600tpykIrsn7PfWYcNj2KJZo3gMBMfrfz4dP1HnXe3iCCzdO7jHOew2L5RJvy3hbb/tGM/1I2zIVen0xSl9m7aPc7fwdd2sXNrJsmrK9TuaDqiFvgJJI8W8MsD6jdPXcDazXNgYR4bFyhtSo6/7+e5skH9uvgRStoKpbspjm7256WS88I+3m1p5d03dpGTUsCxz5Qlw82rXcFbLwHmtXsXRamtaw7af7uGzGeVbbYeqCAnLYeDX+h8pt1zH3qkTZu7RHB80TvdtrZ0+ug66BQK7c+RmreLfe8oeWb7Wuf16Z3XxqzZi4i8HmXo/D/2EUEf7FLTqx6DptWs66USms46ACNxP0kmbn0CsXqlElL6jLQpiUng7Bn/7+hrt6itOXqu9YxH+mXD8l9qGXVdHxXeTz70MbjKQJ3Bqq6r/+cZ7sn6BGLVH5iOd0voPbzBEAShzFHY+PDUIPdsUMeXQKxSScNy+nX62HOgmcN/UwPU8JkkaGcHSddf/D9z1/apuv1rrsXjyooRNOLB0qj57BT7Dnn3VbL/pt3VkhJqCKjk60MMc6erEdAnx6nQbBPs7NmvDkWuMxHxA81sFwun3jjoPWS5fTft/1f9+2oDnns8x6RUoKGTP71wymMOgJ19f2gb5uHPHXS+W+E6n4pu2j5xtbkw9RavmcExXgd2sO/jWLuzlTHcb+DRXrKD/Worh3HBZurWzlduJDg62b+jgmCGSnAXUf9D+cvx/kF2eT03CHCKF/7Uqfx5nYk5/gL9gPLaAqJuUEOhf7Ty1mvaVNpORbO6zWFj4dSb2ucQ99OpBobavDZmTQ9Tu3zqMT92mMOH/XzqE9SuMHqu/RfNd9BGafERLIAuKoX8hUZlVKpfFw6wEiLEyLE5nxOcchXf1s4cJNuXH2onuZ3+0m+F1kkfHk38qkwyc3dQtquS6r2NNDYeJn2Wr1s+3hz/Zen3+wEMN8WR+FAmWU+VULarktq3Gmk8WEn8NO2SQJxRLResWNoG8u0BCEqZA2DD2uv3ZoAGc3zTjeqLdh1Yu1q0c3s5/pkarOh0w9SyZOPL/6Od5tZyboDHJYbN5AmW7FZatdM8Ba05P4qparOYvbtVEzyojjpbIkIx+GmSBjvW/vOwar5rm/zDSoe2vonnNofLN9iclUufdOiu1E4bKndTuu0vR/zfDRxlYd9fwbotxZRX1VG/t1757KnkxxHqCZmi7/Vck1s7u3buR2mFDyU0FKXF8oWfU/GRdtkhijW5njfr7tynnQuAvdOqBt0GpvoYNA0CzWuRGJzdQ7/o9jlQi3ubwyWQvDaG/fNVPlvgAtZeTNlxd1cfx3t15B/yWkKIMcF1x11nIvo27dwRFpVIQVU99VUlZK1JIGFhLJE3KcN763SA2hW5L47zX2onedHHZVJWe5jaXfmkJyUQPy+ayJtMGKaoo+/52sa/XKtW8K18GuAw3P0KVpmDDdtgR9gczPHNMKjrOPi6z3qLEIrJEyyNGL1SMAKh5s00Njb6+PgZ2W/QrnQ/iO+nwjkhjcjADkMRxeodddQ8mcYycxThU0PRTdEpn6uNGD0HQOjL+xXsetsj1P37QZ7r1WIZBGGhXKX+GfEjbZpVP+qokMPB/nmHdpIIxNcOtaujhaa0xSxe3P/H58hJ+mSS5rrDd110PJm9R+UQYtS1/OVTtSVGz4x/83f3ZgTokykpTsccroceG5YPmmmqLSf/sWzWpyxn8eLFFJ4c4t28ebmU5ScQaQB6rHSdPkrDq8VkP5ZNxn1Kfq7zFXC4Aig9er83ZwcpWGXOUAzm+Kx2Nd3ouGqqdqYQvUmwFHRWbOrD+6MibCrztdMmKNfADt3vDOPADoMX/vBG7p2pPo3zSSsHf7PTa9CBPepAEf0KXcHqHzi7WQLfWcLmHw1DyNJp5WvttBEUvK6wk1S3Va0AGDDO1s4cKD3J29SXfHY2cfRj5a59fGZ/74cRYhS89Trvfa78aZiXQvpAK8tBFrs+nmgd4OiiYeNyVq3Lo/ilOo6fbqFNHVHv2ikDvDnmR/JP4pQRUL9qpnhlEqmPFVJa3UTL6RY6Pgcwof+Wdi3gb87nrAzcGKedOURBKXOGaDDH5+pOqcNgitXO7SU2TO18d/5rrxfDurqBhn0b/5v+Nld5vr9JjEsSLAXdKSzOJ8ntrexaupSlfXw831k0eMfodg68EGrwPVjAwnB1qOmBuXKK/45hY0MC98w2AA7a3q4a1oEdBieG+76vXolPDpKTlsPO1w56DTrw2Xl1oIg+hZNWuJoYZdQFlLI5lJj7f0Xajdplh+ijbj5zBvrd+0n3kV7dn4G/s6lvHVidozxebdCMgqkIjTAE0Jp1Jbq+3jw/kb19ho/OA+iYMXdwjyHrVxWSHKVThgl/rpjCauVltbqbEsh9SMIlMdY0U/lHdYQ6XSQJOZnKgCQjbO6N6q9rdzOlPh8kNTNz2lCCpYVEq8922tqO0OSrkUq/iBuv104E3m7hIxuAjkhzSnCfuQlCmTNkgzq+Js6oz0gY/zWBvtskzST8qzqo0tn3qPOY86lz0A69Ab8/x3fNwjSUSy/GBAmWBsLjjnvoDdG+gxGXbo69r3aZCo3hvieXaUb2Gx6nutRt6qK4fb22z0woK26PHkCF06ZWxkEXMYcV/a8welYtYqYeOH+Gd1719csx2sIIdd5N+m9774EYQlewIKr/Exz14GaWzVBKWsuxApJfOKWM6qaLYFm2r3cWees850q5GKP6Trmwj9a/qwkg/HY2Z8QMIM0M1THaP1G3OXUO9/ZqMYsizTyATqs2Z3cQHZHmFSOw36PJX3eTOo6rDzjrZydTcIe/aoOe2AdKKHhIOzmZwp8oQ/Baj1cqw4QfKqLuPZtyXpdvItnfV0If+yXE8Ol6scTj/UcJFJTlk+AraHDRE3tfASWP+R2TbvC+pcfXGw2j16Ywt899GjjdFOczOp70xD+mtm710sDrJ5X6gS4qkaK1vvawP/7y9hDLnKAYzPF1UXWkTfnNuD6OrKfifZxTRfQj6eq1s9HyZo3XvKN/U97BhC6SRY/42m40WffE+v3uYNNPkRtaw2VcBEthM2KIifX8KG9UVugwes6bGR78itJHre53HIUv45mKbWzOWMe6jA1s3VFOzY7VXou3vvg71wtFw76/jpo95Wx99F6WOPfxlhWkZWxgw32+7qMPTuubra4BHIx3bKOyIE3Z3i0r2LDzVdIiGMBD8m+5K8uhMaTtrqF0ywbWZaxjXcY6NheUUrppLLxzRk+KORIdYGs77nWnZ+w45W7t+86tbLtvjho0hxFxxzpKX0kj8otu12AJEakrmB8bRbhn4r15A9nOd2d9cpAd209hP7Sd3c1K4tJ9ZxkbM/oOl7r/6twGhN/5DJUFm5Xr+ehWistrKF7jvfyeV5yDSeiIuHsbNbuL2Zy6gvnOtHvHvazL2Eya9l1JQ/DWO+3qPoYSk/oqpY+q27sjjW0V27j1Go8h7f15s1Xdbwj9Xho1u0vZ+qiSbtdlbGbbzlI2B3GfR0WHs+uIkVseSfZ5B73hxSb1BYYGzI9WU7YpEbOrkmYgcmk6BRXV7Lgvmmu9Btpwd7/D1kJdkbPZ0Ebd8+p36qJJ3ubjPSMD2C8hhk8b5VmlHFe74+mMcWS+1kjtrgIyV8YROztW/cSTnLuDytp6djxgxhTEdHryI/XXd9oicp9Kdue5680k5lZStNKEzdpvKdaHo7SpN5V0s5Ip2hDv2n99eDzpz1WSNQ+s6nuWtJpLami2otz0WFlE9dPpxN/k7j1iuCmOxE1l1Jame642oLw9+DIneAZzfLbqMleQbZiXRfWuLBLjTK7yzXBTPOlPV1O03KTcQDpRzjbtQDfVR9SXIeswLS+kzOO6GOYmU1BdRPz1tmF+NONDvlSvu3F+JsmzfFwkMWTjIlhauWEb2wo8P6vdL1i9OobVnvOeSPM7DPPgHWPPn9wP2IfeEMOCu5ex7O4lzJkZTlh4hPd7WOwH2fLUHtpd3YvCmXPbajY49zEnjRV3L+HWmAHcMR+o93ey441O1911Y+wKZXs5aSyZEYrl1HsDGA3Pzu6XnJVlYEoYEeYlLLt7GcvuXsaC2Agibo7op2VtBIz5gR0A7LzWoLYCEUbMT7dS09hIY2MNpeuXEXG1hVN/6FRbLMOIuSeNvIInSXP1B1hA3hNL1K6TFg4W7VRbp+wc3Poy7yrNS4Tf/Th5fd0gPbqH4+rLECEUY+wC5XreNoeo8DBMN2reIPR+BT9/4RgWtXDXXRfFgnvSyHOm3fWrWXb3An4QEbxUYH/jl1SoASAhoUTcpm5v/QpiboDOU23022HRvpuK3zvTP+iui2DObUq6XXb3AmJmRHBzEPd5VByq4Z2PlT/1s1LYUa8Oy1vuUcE5W86mkqNYHECInsg70il4zTmEby1lP0vEPF0PPVYsHuNpmB4qUrvfOWh7fav3u17OllNy2H3ndstKzY/xQPZLiOFkayL/wWyqTjufKNFhuMlMwtp8djy9Q/1kkbIwFpM6QMKZ94I3oEyLR2XdOC/FnedeKyB9oQnbiVKq/jaUYAlqdjWoQYmeyLuyqFTzWX1VFonf1dOxN58j/t6DaGsib0s5LerLVY2zE8naVesa2rt2Vz7pd0Sqw2l7GEjeHmSZE1SDOr42yrPyaPhAuS76m+JJz6+k3rVOFomzlRvz1tPl5Pt8cW0DW3/jfBGx93WpLUzBbHTQVlvDQB9PHpyj1Lyr1u6uiSWlqF497jKkBA6ecREsjQXtJZkUvNmORdM84zh/ju6zn/WuzL2/m6x7k9n++ik6P7Pj0A7ped7BNz3akmlo2l/+OVtefZfucx4503GO7ncq2LHdPT6mw+bnDeAoleXMtO3sb+nm3HlNDu9x4OCfRv1B77E+sIOT/dAWHtm+n/bPPBJNjwP7Z+3s/2Um29/wNyR2KEu2PMh8tf+m5cAOdnq9g+IYBSXH1OA3jPkPbGWJ3+bUdnZuKGD/GQt2zzTY48BxrpuOz3qlXOyHtpO6Ooddh1rpPufolXYd5x18ExLMZ9rsHNz6CNt/347lHx5pzm6h/c0d/OLP7klfn/P/zqX2lzNJ2b6f1u5zru6kLucd8K3RTrlD1Ubxw/k0fGB1X5MeB7b/8v4Jtx0oZNX9hdSd6MKqycMOaxctB8rJW5XkHg58ejq5y5WWWsfZJsqqe1cJ2p4p5agFpTvNT7eQ6BUvDWy/hBhWthZqHktieUoxdSc6sHylKbt6HNgsHTS/VUr2yiTy9gbxSVdbE3mp+dSc7sLj/dg4rF0cfyWb1Cea+H+eyw9GezkZWaU0eeYzwGZpo6FwFRkv9vPS6PY6su9LorC2mS6r97lxnLfSdbqJ0he9u5kNNG8HXOYMh8Ecn62F0nVJZD/fREu393nFoYxqWFeYRNJjdfg7u7a92aQWNtBmsXmfI0sbDYWprH+17+Hgg6HtmQzy6zvwbLx0fPW1j+BODNZlJpPpknYigNFoxGLpvy0CQOccK1uMXTduoPJFpaXC3rydxK1jd4BxR6+arqcEdtRnEqt30FadxPohPq80umk3jIiZeixn3F3lhA8/2kb9gzHogM43gjUoSvD1nW7dAilbhZhMJG8IIUZKIOWNtCxNEuHLol2j4Vm6x26g1B/9GnVgB9sZjgwxUBp95+iUQKlfy76vtHrAOSyDfcu7EEIIIcQgSLA0CYR+bx2bb3M+r9FN+xHNAuOGiZQfqqN1nX6dsfq0kgiesDu3cl+s2sfQ3kXrO9olhBBCCCGGj3TDmzDCWbLmLiK+BXAlUyOUhxl1VxsJn+p+oOXcn7aT/Mux3bI00O5MwSBpdyyYw4qMOWrLp57wqHD0gO66cMLDnNfHQefrmWRWqi/HGIMGmm4DKVuFmEwkbwghRkog5Y0ESxPGArbu2cwc5yiBPtjP7OEX2bt7v/NnjBlopTMYJO2OBWmUNq7A/9iQDizHXiRz+8Ex3WVxoOk2kLJViMlE8oYQYqQEUt5IN7yJ6rwDx3llxLPOloNU/CKZxHEQKAnhUNOu/bNu2pv3sTM9mdQxHigJIYQQYmIKSsvSlVdeyWWXXaadLETALl26xDff9B7OerhI2hXBEEi6DaRsFWIykbwhhBgpgZQ3QWlZ6unRvkRIiMEZ6bQ00tsTE5OkIyGEEGJiCkqwdPHiRaksiCHr6enh4sWL2snDStKuGKrRSLdCCCGEGBlBCZZQKwwXLlzg0iWfvfqE8OvSpUtcuHBh1IIWSbtiMEY73QohhBBi+AXlmSUhhBADI2WrEL5J3hBCjJRAypugtSwJIYQQQgghxEQiwZIQQgghhBBC+CDBkhBCCCGEEEL40OczS0IIIYQQQggx0Qz0maU+g6WBfokQQoiBkbJVCN8kbwghRkog5Y10wxNCCCGEEEIIHyRYEkIIIYQQQggfJFgSQgghhBBCCB8kWBJCCCGEEEIIHyRYEkIIIYQQQggfJFgSQgghhBBCCB8kWBJCCCGEEEIIH4L6nqXLL7+ckJAQLrvsMu0sMQ5cunSJnp4eLl68qJ0lhAiSwZStQkwGkjeEECMlkPImaC1LISEhXHHFFRIojWOXXXYZV1xxBSEhIdpZQgghhBBCTDpBCZacLUpiYggJCeHyy4OSNIQQQgghhBi3glIjlkBp4pFrKoQQQgghJrugBEvS9W7ikWsqhBBCCCEmu6AES0IIIYQYqIXk/rqRw4cPU/vEwl7zCvYe5vDhw9Q/pZ039qWXK/t+uDxdO0sIIQZsLJUlEiwJIYQQI+m2RcydpgPAMGsR4y8kGkPWlikVKn+ft2qpfDqLhFl67ZpCCDEgEiwJIYQQI+nQEd77XPnT+t4Rjmrni+CZYsA0O57MompK1kRr5wohRL8kWBJCiPFgbiK5T1dS21jG6HdK8DBW92tMO0r+fYtZvHgxSU9JqBQcXTQ9lk225+eZKo7+1YoDAD3Rq/LJv027nhhbTMQ/UkBZdT21+X21uZpJzN1BZW0jZWu188TIGej1Gt8kWBJCiPFg9iIWzjZhUHpvjR1jdb/EJOPAdrqFFs9PYw2FG5NY9VILNgAMzL07WbuiGFMiibvVTKRRj67PQXlnsWhhLCYpeEbZQK/X+DZJgqUFbN3TSGNjI43Pp2ln9iON0kZl3botC7QzhRBCCDGGWWtLeedj5W/dDdHyjJgQIiCTJFgSQgghxOTURdvHStsS11zLDO1sIYTow2Umk+mSdiKA0WjEYrFoJ/uk0431ZtAFbN2zmTlXA3/fx9JHKrQL9CGN0sYVRAD25u0kbj2mXWDCcjiUnt5CiOAJpGxVhpHOxXyNdrqHzjoWp5drJhpY+FAWqxZ7dFPpcWD7vIMjlfmUHrV6LGsmt7qAhUbA1kL5qmzq1Hqlm57EomrSZ+nB0UHdulpMxYPZr8EK5HhUa8s4vDIS6KBucQbl1y8kMy+VRVFG9CFAjw1L+xEqC0o5qg62oJ+VzKZHEpgbblC6lPQ4sHafpOH5Imre63VSFNebSbz/HuLnzsR4jc7VFcXxlYWOP1aSv/MovffOfV1tJwpZ/oTnc0t9zRuk2wqof8yMHhvNTy8n75B2AZX2nHnMSi8/TGKE87rWEPdIIRmLozHqAetx8pPyOd5rucCuf2B5Q9XHPntKLm0kJUoHXzVTvDKPJu0Cg0ljTnoT8Q9sIvl/RWK8xr2utfMINaXFNPyPgZz/QLY/mDybQflZ7TI+aM+nPpaEjBQS49RrDeCw0vWXd6gucued3gyYV6ZwzzIzM6cacFUTHTYsH3jnO/Dcrj/KuTvyv+rJndfXyIa+0oGe2OXppNxzC5HXu7uLOaxdnHyjlKLXnN00PWjzzP9NJD8rkbjpBgA6aheT8ZKP5Q4ZWLghn9RbPc6XzULbv/srC/qh/f4TsSQ/mknCPLXrs68ySlvWATZLm4905Gl4rlevtK43Ef9AJonzvctLzlvpamum7sVimtR0qi1LfJXPvvPHwARS3kjLkhBCTCT6eHKrq8lNMnv35w/RoTdGk5BbTXVuPO7qRjOFvz6u/IjrY0lYb3av43TbJhJn6QEHHfWFA6t0BUvAx+NDVDplv84l4bvuygMheozfTSD3hQLi9RCdtIPKohTipqs/xCjbMEyPI+XpMnLneXyf010F1FcXkH6HUsH17LOvu8ZI9F25VO9Kx+S5zgQQvbaI3OUelcGQKxnbt0wTmBWu7KHjkw7e0c4eShqLSmTHy5Vk3RXtDpRQ085N8WQWl5Ee5rmCDwFvf4TyrD6e/Jd3kHmHx7UG0BkwzU4gt7KM9CiP6S4JFOytpWBtPLHhHhVvAJ2a7yrLSJ/uMX3YRJNSWs2OR+KJ1jxXozOYiHtgB9WlKfQ5TmJIPAVb012BkjLNcwHnNPU63qU5X3q1LChP73s7/QmJp6ByByk/9HhG1FlGFRaRHgX6uCwqtWUduNJRySpfqXhkrpc+LovK1yrJuqt3eamMWnkLcX6afaPXlFDto3xWjquMgjt8HVfwjFjL0oItdWw2h4Kjnd3Lf4nl4Sd58LYIwtRVHee6aT20m+2vvotduzKhrHuxjmU3ekw67+DcF+2cPLCP3W+c4pzHLAAWbqVu0xxCtdP98Go1erCUxh9FaBfxq/ONpWS+rJ0Kod+7l40P3M6sG42EOk+R3ULnf/yBipI9tGoP1Mc+K98dxYotG7nv++GEqtH0ub//gV25u3jX9R3uFrBzfyrgoaMx/Orh24lwnWA73S172VXkY7t+SMuSEMEXSNnqRXvHVzsfgGjSy4tIjNBBj5W2vVUU/baJLhvow+NJyUkn4SalAtX2ahLrq533U/XEF1aTNdfXXehosn5dQvw0cJxtYFNaKW3uDQ5wvwZrsMfjuV82rFY9ekczNUXblLuv15tJfiyLlFlK5cfW3oIlIpbIni6aXsin/EAXNr2J+AdySb8rUqmkdjeQmlJKl3sLrm04Pm6h4XdVNP2xzbVv6U9mEh+uA2y07FxO9lueK/bVetTXvEHS3p3W3u116uNauu7yftxBx/WRGNqqKH66hmZNy4L2bnAgBpU3+thnhZ74pyrJmmfwc7d7CGnMs4UHB11Hqyh/uU45J3oT8T/ZRMrKaAw9Dhw6Hbqgbn8IebYvrvNpoaPTQOR0Bx2N5RT9tomOz9WW1AfTSVloUgJk63EKk/I1w9+nU3Y4kcjzFlreqqGq6R3aum3KOcnIJ/MOZV3b6VKWP9bgtebA07+6DaBj72IyXtTOR3PtNdfnejPJ6zNJnmdEB1iO5rGqsNm9qkee6eiEyHArTSVq2eC5CY/lLB+D0ejwuoaGucnkPJpC7PX4uIYD4Pp+B1YrGHRdNJTkKi0pmvPJxy20TIkl9horLb8pZlt1M1YMmFdlkfkTM0ad0hJZujwb77M+AtcrKp2y4kQidUqrvleawkDk0kTSE83Yf5tKvpo/3GWOBcs0I4aPm6l5oZiak+qxe5bPXzVTuDIvoNcwBFLejHzLkk7H1PXFbL7THSgB6MLCmZOUx0tblvgIcOYwVXtnZoqOsPAYljy4lZrdeSzpvdKoirpnGy/9ajXzZ3gESgChRiJuWc22Fwe2z8YbFrDg8cdJM6uBEko0HTZjGdlPpxGuWR5AFxLD448ucwdKALpQws2r2fp0Gj5vBAkhxj3Thk1KpQsrzc+msv4l5QcbwNbdROm6XBrOOgAd0YtSPFo8bDQV1tHmAHSRxD+S6LqLrV+VwaJpABaOFAdQ6QqCwR+PJz2GkGZKM/Lc3VQ+b6ZmUz5N6kP/+qhYInUWmjanUuysDNm6aNqZQdVpdZ3wmcRrb172fEnba9kk3Z9NeaMSKKHuW/HWBjocAHpm/jBRs+I4Ni0SU3cd+Zt6B0qjS4d+diyxHp+4lZns+HWtq7JsOVrONk2gOJQ0ZtqQ7gqUOvZuIrVQrYijpp+X1pP6bDNWnc5vy9vgtz/cedZIZISN5mdXkbHTWalV8k5dYSqb9nYoQ7Ib4li1oXfO+7K9huz7VpH9UpNS8UY9J0X5NHSqg7lHxzGsOeOuLaSr177X9fm8mZonMig9qeybce49JHit7KQnMsJBc8l6d9ngkx7jNEeva2g9WUN2Tp1aFuiI/sFgR2PUYdBbaMjJcHc5s3XRVLSeKme5Ni2WWIONlpdSya5uVrv8WWmuziP3oHqbRz+DuT6Gzx/e62UmN08NlBwd1G1c7p2msNLRWE52ijtQ8jLNiKGzjk335ymBEu7yueSEuq/XzGSRj+MKlpEPlgjn1oVGHJ+0sq8kh5y8AioOdbpak8LMaTx+p2YVTlHxVA45eeqnZDf7D52i8wu15eO6+ax96l7vIKu5gl84l8/bTes/1OndB93f4/H5ReUp97pvPOcx7yDd6mR7y+5e6+Xk5fDcG+5VAbgxjXWrYggD6LHTeWw3O9X9PvaheqTXzSctd5n3eq59du9vqOFWbv1uGPYPD1KxLYeckv10ql+h+84PuC/W6xsACP3e7USFOjh35hj739zPweZu7D3KPN13lrC61/kVQox/ZlL/Tam02E6UkXfA1896G6VNZ5RKTriZRM9uFbYaiuqVCpB+VgLr5wH6RLbcE63ceW0spLjdY/lhN8Tj8dD1x3Kaeq3eRvkpdzuR7XSdz+NrOPmh+p4eIyZtV7yX8lj/io/nHQDO1nDmE+VP3VUe3XfGPSsnXy0fZAV8OJmIf3oHOzw++WsTiJ2mA1sXza/kkVHYpLlWQ0ljsayao6zraK9j04u+z4jtQB41zoC7l6Fsf/jzrO10jZ99grYXqzipVnZN0douiuXkZVbR4nPVLmr+ot7Nn3IVw5cz9KTcPhM94OhsoNDn9bHR9NI7WAD0M4lbqZ2vcLQ3sc3PefDkd7mz5byjBhxMNQ16NEbbXxoo7XU9bdQdPuNO191HKN3bex+6Gs4ox4mea3s9ajTM1+uue5ir3lRo++0mynsdQ3/8lzlH60/2cVzBMwrBkg7dFwfJScuh4kArrS3vsu/ZTNb8pl39QQolatG9mnXsdJ9ppbVF/RzYw65nt5C5OpmK/1QiB93Nt3K/Zzc9ezftzuVbLOp3A9/Y3d/j8Wnv9uib9kWnxzy7e12Hpdd6rS2tdH7hXhVgwZolROgA7JwqWUPm9j0cVPd7+4Y17H5fPdKZt7LaM8Jz7bPH/t4QTeRn+/jZhp3se6eV1gO7+PkfOtWZRsJ9BEtM+YbWZ5NJzt7OrrJd7Nyazppa9/mN/L4MgS7EhDN7EZHXA9g488c+OiMc7HL9uBhu9p7V9VIJTWcdgJG4nyQTtz6BWD1gOUrpM75+qoZREI5HYaXrPa/Ocy62v32qVjIcdP1F271Eddqi3qEN9MfYhuW/nDf0Bl9BGnO++pDmE9qJY5i1haqcVPJ8PcQ/lDQ2fSHRRuXPrra63t/toeEvXe7fdE9D2b5q+PKsjTP/7idPANDMHzvUo77OxC3a2X2wffql+wbEsLUGJBCrVMToeq/Gu/usp7NtfPQVgI5rv61tOlZY/tb39XXq+kuV3+XaPlVbRIYwGqOl08/1OOBMH2D58LjvYz3bxafnlT+NNwRWGg31esXPm6F2lWuhPpAuiE7WNg77K3NOf4RVzVyBHlcgRiFYgs7mCrSBpf21P7haU3RTI5ivme+bnX1H2tRWqamE/0/t/NEQw9zpagT0yXEqDmkfELKzZ3+rss86ExE/0MzWCoWOhgpX6xaAvdPqfq7L10OGn51in2a79t+0u74j1BDQL74QYjyYHqbe9dNjfuwwhw/7+dQnqF159Fz7L5rvoI3S4iNYAF1UCvkLjYCV478uxKM3/8gIyvEAWPn0be00LQdff6adpjpr81sBctKHRxO/KpPM3B2U7aqkem8jjY2HSZ/lr/PVOGazckY7bUzooG7xYhYvXszixUnkvdqM5TxgiCWl2M9ABENJYzcb1NYUK5a2flLIZ1/7DpaGsn2X4cqzFroOaKd5O/qJWkW/5lrfXWD1JqKXJpP5SC47dpVRWV1P41uNHF4b67dbYtBMN7oGQYhcWd/7nLo+Wa5RPQ1T53p9hcLBl5/2c30BsPHl/9FOc2s5N5Dv6Evf3+9kO9einaT6kn4fQx+W66Un8p/VIPSzroCeKXI59ynHtdNcPuVrNQgcTqMQLNmxOvuReTlIt7OFJszY+7ma6+aw4uGtFL9YSd3eeur31lO/t47KH0dyJSj9la/TrjQaolzPV9m7W72CHJej3epdgFAMfrqNuDi6aNemrqNbSFy6lKVLfQ8sgd1Kq3aaJ18BlhBifPvnq4bwg+ahvZiy4+5hWB3v1fnuRz7cgnU8wykqkYKqeuqrSshak0DCwlgibzIpQ+LqALX784Ty3zbfd67HFOU5jVWb1WdFdJEk/jyr90hkQ0lj/3KtK1jqPxj3Yyjb9zRW8qxLNIlPVVK/t5KSn6WQsHwhsTdFYjLq0U3RjUy+mOEMZofKgcP5GMeENZzXay5GtU5s+/JD7cxxYxSCpcBF/bSYuqqtpN05h6gbjYRO0aGbokM3JRTjDWHBKWyCRu8adjHUvJnGxkYfH2XUugH5b5ureVUIIfz62qHevbbQlOa8w973x+cIUvpkkua6e6brouPJ7HX3agQE63iGiz6ZkuJ0zOF65Z1NHzTTVFtO/mPZrE9ZzuLFiylUHx4Xo6S9nJK31IEIpi1i0yOacCkoaUyHrr9aub8blEHZ/ujl2bip6jbPf+3x/iA9yaVFpM8zoQ8Bm6WD5gN1lD+VTfbGVJYvXsziouZ+W2uHzGp3dbFtebH3efT18TuS24Q23NfLwTfOZ+anXKudOW6M/WDpxnVsvC9KGQnuvIXWQ+pgCc6P61mcscKKbQSaBIUQwku3Vf1BM2CcrZ05UHqStyUTrQNHZxNHP1a6C8dnjsK7goJyPMMndn080Tql9b9h43JWrcuj+KU6jp9ucY0mde2UMXIrz1Vx9NWNyy02rL9a//jT9mIJRz4G0GFamkGy5yEOJY11fKmua8S0RDvTmz7y275bOYayfZfhyrN6ru1zn/TM/LYaLFkt7i5/s9cTH6VTngOsX8/yVRnkFZVT93YLLX9VR5O72v/ogEFz2nl9dHz7xqGdiQlt2K/XcT5Ve43pjDPw9Zj9eDAKwVIohghfY2YvINzZje4fVjrUP2N+/H11eGwLB/NSyXlWHSzB+fnYxjeu7xiAb4X6HG57IK6cMpBxQE5hcb70yd7KLrW7nL+Pz250QggRqLfP8NF5AB0z5voeBLc/+lWFJEfplCGHnyumsFp58aXupgRyHxrhCkcQjmc4zb1Rfbq/u9nHCFUAZmZOG3wVI6hcFUfQX+evumIiboZ6TBNKG8XV6p1xXTSJ+e4htoeUxg45H6rvb10TKbP95J2hbF81fHnWSGRcH+vrE5mpVqasHR6DCsw1oaSiLpqf9z3AhDn6xiFUvgeqiQ/VVwMY/9X5zJfoZQSuV9Pf1NRhnEWCdkTRcWIUgiWIMPd+10/oj5YQfbXyt+OTdtTXwxI25Sr1Lzv2951LO4WyYlG0j/cyaZ3D7mztuSGGFT5HTPLH5nooThcxhxX9bqybY++rHedCY7jvyWXKEOJCCBEUevQ+n3Ws47j6oLl+dnIfbzTXE/tACQUPaScnU/gTZchh6/FKZcjhQ0XUvWcDdEQu3+R9V74Xf/s1WEM8npHyLX3vZ2GA6LUpzL1eO3W0nKRL/Vkyzr6n9/uiAP3KTBYN9k7iWHdoG3Xtyg+5flYim1wjeg0ljdXQ7PzOPtaNXptLvN/zOpTtByPP9s20JNf3wBgYSMxPUFpW6eKd3/gaSkKP3te6UemkzBvIjeeBd9vST/EVCnVR9x9qJT08nty1vnKpwnBXPiWPDd9IauPD8F2vrleOKO8Dw0DcowU+y5+xbhSCJQeO65awrWIbaXfEEBM7nxWPlvJqaowa9NhpP7LHtfQp52grRHDrr+5ljtr6FDZjCet2vkradCvd6sN3hog0VtwSQ1S4NqJp5d8/cDb3GFmyo47ygs2sy1jHuox1bNhSTOmTacRo1lK8Revf1WgpNIa03TWUbtngWndzQSmlm7zfl9T64u84pW4u7PvrqNlTztZH72VJbAwxsTHE3LKCtIwNbLjPe4thM9T5scobpRU6jM71YiMk8BJisvLo9nPLI8nK8MAaDS82qS8/NGB+tJqyTYmYXRV2A5FL0ymoqGbHfdFc6/UchbsrD7YW6oqcffdt1D2vfqcumuRtyb27Ew1gvxKLGpWRp8rTe6/fh8Efz/A7+ZH62zRtEblPJbv363ozibmVFK00YXOOaRskpp9VK+dxb0GAQ5G3UO18p9Q1ZjLLCkh2PuOiNxG/oYzqtbHwlbP9aaKxUVPsfEmwgbhV7sEeBp/GbFT99rjaumTA/GglJQ/FY1ITuD48juSnqilaGYmt0//LTAe//SHk2QFx4CCSxG1lZK00u96vY7gpnsxdlaTPUr7Verya0rMeq510trgZWZTnkc4wYF6ZS+X2REw2ax+PT5yky9ltKzqB3IX+Kuof8uVXyl/G+Zkkq/vjqWtnNcq4FzoiVxZR/XQ68eHO5fSY4hLJeq6W6g1xrus26YzE9bLVUOZ8dtBgJqu6jKyVHudcbyJ6aTo7qirJH8TQ5CNhFIKlb2j/c6fSwrN+G9sK8ki7LUJ5Jgk411zBL3/vXtr+2/3uwON7q9m6WxkkoWbnBpbNCMXyHwfpVFuNwr63grScbTyZOsf9BapTJbtd30NIKOGxC1h29zKW3b2MJeYoImZG+Bl0wc7ul/bjfJ8YU8KIMC9xrbsgNoKImyO8u/bZD7LlqT20O0dQuTqcObetZkPBNrYVbGNbThor7l7CrTHeW1y5QZ1fsJoYtZWNq2NY7VyvYCN+3pkmhJjoDtXwjtqtRD8rhR316tC35enuZc6Ws6nkKBYHEKIn8o50Cl5zDpFbS9nPEjFP10OPFYuzrzNgeqhI7crjoO31rdR51uzOllNyWO1wFJXIlpWaWkW/+xXHTJNy+6fjvRq/lUafBnk8I6GlpIZmtSJmnJfi3q/XCkhfaMJ2opSqv/mvYgxGfKTSYcbWdiTgIXi7dpbT0K3sj85oJqWwVh2WupKsuyLRWY5S/u8TeDihs+VUHXcHuK7BHoaSxk4UUljdpqTpEAPRSVlUqum/viqflHlG+KCO/Nc/1azoYZDbH1KeHZAumkqaseojiV9bQK061HbtriwSblK+z9ZeQ36+JiWeLqHmhDLcg1c6O1xLwdqFmM43U1rpfNGzLzZq/qC+E0tnZGGuc/16Crwq0kepedc5dHksKUXO4cHLcJeIR8nfUoPSeKfDODuRrCrncvVU5qcT/10DOhxYurUXd5IYoevV9uImChvV943pI4lfm+/KK4frKyn5WSKx4QZ1dOuxZxSCJXD86efseLOTcx5n3/EPC+2/384jWw+63yGEGnhs2M7+MxbsHsMXOv5hof3NAjK378PqayRyLftBtjyUw+53OrH8Q3PZexw40Pm/+/J+BZlp29nf0s25877W/afe/WHf303Wvclsf/0UnZ/ZcWiHXjzv4JueofQCFUJMLm0UP5xPwwdWd3nS48D2X97hh+1AIavuL6TuRBdWTXnlsHbRcqCcvFVJ7qGFp6eTuzwSHeA420SZj5cGtj1TylELSnegn24h0auw7Ge/ppuJNAB0caap93f3J+DjGSm2JvJS86k53YXN87fM2sXxV7JJfaKJ/+e5/JAlEhkOYOPDk4GGSgDNlGbmUfV2F1bPQYjOW+l6u4q8jEKatL9TE0xzSQMtasXZc7CHoaSxtlfXs2pTFcfPeqR/db3m2kJWrSunzfWAvA27e9g4l4C3P+Q8OzCOA3mkao+tx4HN0kbT89msyqyi91MuNpqeSCX/tRa6vvLKGHS9XUV2al6/6cy2N5vcl5rp8jys81asmnPX9kwG+fUdrpeSAji++tr7hkx7FetXZVN6oA2L5/4Ajq8sdJyoozgliYyXxv6A+MNjpK6XjePPpJK0qZSmv1q8B0LrcSij8NWWUOwjj40Fl5lMpkvaiQBGoxGLZWB3mXTOsbL7sGBLHZvNoYCdU0WJbBlMWe9H2Iwo9J+00z2QoEkMmKPfN5gJIQIVSNk6IawqoXFNNLruBlJTSsfBO3rGqNm5VD+9EKOthdLl2TRo508AEzZvrC3j8MpI9cW5GZRr548l42lfhRiCQMqbUWlZCrZzH0qgJIQQY1F8tAkd0PVegwRKQ6CfF4kRsP3t+IQMlCayxAi178lXX0oeEGIcmhDBkhBCiLHIRPQ0PdBFS4NUE4cifrpR6YJ3XEKlcUWfzC3KsHE4PmmjSTtfCDHmSbAkhBBimMQzYxrw8RkaPEfMEgFSB8k4/yEn39LOE2NXNOnF6oh12Gh5s0a7gBBiHJBgSQghxDApJ2PxYhbfXyzdj4bkOPlJi1l8VzZ12lli9Kwto766jIINicR91+QeJEpvIm5lFiWvFZEYobQqWU+Us22MPrwuhOibBEtCCCGEEIOgN0Ziviud/OcqqVeH1z5cX0n+2niir1fHwPtrDflPNAU2bL4QYswISrB06ZLPAfW8HNuayNKlS1m6NLgj4YnhMZBrKoQQQkxavymn9K1mOiw2tIPHOs7bsHzQTF1hEss3+hpiWwgxXgRl6PDLL7+cK664QjtZjGMXLlzg4sWL2slCiCEKpGwVYjKRvCGEGCmBlDdBaVm6ePEiPT39vLVKjBs9PT0SKAkhhBBCiEkvKMESagX7woUL0n1rHLt06RIXLlyQwFcIIYQQQohgdcMTQggxMFK2CuGb5A0hxEgJpLwJWsuSEEIIIYQQQkwkEiwJIYQQQgghhA8SLAkhhBBCCCGED30+sySEEEIIIYQQE81An1nyGywJIYQQQgghxGQm3fCEEEIIIYQQwgcJloQQQgghhBDCBwmWhBBCCCGEEMIHCZaEEEIIIYQQwgcJloQQQgghhBDCBwmWhBBCCCGEEMIHCZaEEEIIIYQQwgcJloQQQgghhBDCh/8P4sWmBuctCGUAAAAASUVORK5CYII="></p><h2>10.8 Full Registration Form Example</h2><pre class="ql-syntax" spellcheck="false">&lt;form action="/register" method="POST" enctype="multipart/form-data"&gt;
  &lt;fieldset&gt;
    &lt;legend&gt;Personal Details&lt;/legend&gt;

    &lt;label for="name"&gt;Full Name *&lt;/label&gt;
    &lt;input type="text" id="name" name="name" required
      minlength="3" maxlength="50" placeholder="Arjun Kumar"&gt;

    &lt;label for="email"&gt;Email *&lt;/label&gt;
    &lt;input type="email" id="email" name="email" required placeholder="arjun@example.com"&gt;

    &lt;label for="dob"&gt;Date of Birth *&lt;/label&gt;
    &lt;input type="date" id="dob" name="dob" required max="2007-12-31"&gt;

    &lt;p&gt;Gender *&lt;/p&gt;
    &lt;input type="radio" id="male" name="gender" value="male" required&gt;
    &lt;label for="male"&gt;Male&lt;/label&gt;
    &lt;input type="radio" id="female" name="gender" value="female"&gt;
    &lt;label for="female"&gt;Female&lt;/label&gt;
  &lt;/fieldset&gt;

  &lt;fieldset&gt;
    &lt;legend&gt;Account Setup&lt;/legend&gt;

    &lt;label for="password"&gt;Password *&lt;/label&gt;
    &lt;input type="password" id="password" name="password"
      required minlength="8"
      pattern="(?=.*\d)(?=.*[a-z])(?=.*[A-Z]).{8,}"
      title="8+ chars with uppercase, lowercase, and number"&gt;

    &lt;label for="photo"&gt;Profile Photo&lt;/label&gt;
    &lt;input type="file" id="photo" name="photo" accept="image/*"&gt;
  &lt;/fieldset&gt;

  &lt;input type="checkbox" id="terms" name="terms" required&gt;
  &lt;label for="terms"&gt;I agree to the &lt;a href="/terms"&gt;Terms &amp; Conditions&lt;/a&gt;&lt;/label&gt;

  &lt;button type="submit"&gt;Create Account&lt;/button&gt;
  &lt;button type="reset"&gt;Reset Form&lt;/button&gt;
&lt;/form&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — Student Registration Form</p><p>Build a complete student registration form with:</p><ul><li>Name, email, password (with pattern validation)</li><li>Date of birth (<code>&lt;input type="date"&gt;</code>)</li><li>Gender (radio buttons)</li><li>Course selection (<code>&lt;select&gt;</code> with <code>&lt;optgroup&gt;</code>)</li><li>Profile photo upload (<code>&lt;input type="file"&gt;</code>)</li><li>Terms checkbox</li><li>Submit and Reset buttons</li><li>Use <code>&lt;fieldset&gt;</code> to group sections</li></ul><p>Project 2 — Job Application Form</p><p>Create a job application with sections grouped by <code>&lt;fieldset&gt;</code>:</p><ul><li>Personal info (name, email, phone, address)</li><li>Education (degree select, year, percentage)</li><li>Skills (checkboxes for multiple skills)</li><li>Cover letter (<code>&lt;textarea&gt;</code>)</li><li>Resume upload (<code>&lt;input type="file" accept=".pdf"&gt;</code>)</li></ul><h2>📌 Quick Recall</h2><ul><li><code>&lt;form action="..." method="POST"&gt;</code> = container, defines submit destination</li><li><code>GET</code> = data in URL (search) | <code>POST</code> = hidden (login, register)</li><li><code>&lt;input type="..."&gt;</code> = void element, <code>type</code> determines behaviour</li><li><code>name</code> attribute = required for form submission (the data key)</li><li><code>&lt;label for="id"&gt;</code> = always link labels to inputs (accessibility!)</li><li>Radio = same <code>name</code>, pick one | Checkbox = independent, pick many</li><li><code>&lt;select&gt;</code> + <code>&lt;option&gt;</code> + <code>&lt;optgroup&gt;</code> = dropdown</li><li><code>&lt;textarea&gt;</code> = multi-line text</li><li><code>&lt;fieldset&gt;</code> + <code>&lt;legend&gt;</code> = group related fields</li><li><code>required</code>, <code>min</code>, <code>max</code>, <code>pattern</code>, <code>minlength</code> = HTML5 validation</li></ul><p>← <a href="09 - Tables" rel="noopener noreferrer" target="_blank">09 - Tables</a> | Next → <a href="11 - Layout Basics" rel="noopener noreferrer" target="_blank">11 - Layout Basics</a></p><p><br></p>

### Page: 11 - Layout Basics
URL: https://inside.blackboxlearning.in/docs/view/html/p/11-layout-basics/

<h1>Chapter 11 — Layout Basics</h1><p>Learning Outcome</p><p>Understand block vs inline elements, and use <code>&lt;div&gt;</code> and <code>&lt;span&gt;</code> to structure and style content.</p><p>← <a href="10 - Forms &amp; User Input" rel="noopener noreferrer" target="_blank">10 - Forms &amp; User Input</a> | Next → <a href="12 - CSS JS Integration &amp; Accessibility" rel="noopener noreferrer" target="_blank">12 - CSS JS Integration &amp; Accessibility</a></p><h2>11.1 Block vs Inline Elements</h2><p>This is one of the most fundamental concepts in HTML layout.</p><h3>Block-Level Elements</h3><ul><li>Start on a <strong>new line</strong></li><li>Take up the <strong>full width</strong> available (by default)</li><li>Can have <code>width</code>, <code>height</code>, <code>margin</code>, <code>padding</code> applied</li><li>Stack <strong>vertically</strong></li></ul><pre class="ql-syntax" spellcheck="false">&lt;div&gt;Block 1&lt;/div&gt;
&lt;div&gt;Block 2&lt;/div&gt;
&lt;div&gt;Block 3&lt;/div&gt;
&lt;!-- Each starts on its own line --&gt;
</pre><p><strong>Common block elements:</strong> <code>&lt;div&gt;</code>, <code>&lt;p&gt;</code>, <code>&lt;h1&gt;</code>–<code>&lt;h6&gt;</code>, <code>&lt;ul&gt;</code>, <code>&lt;ol&gt;</code>, <code>&lt;li&gt;</code>, <code>&lt;table&gt;</code>, <code>&lt;form&gt;</code>, <code>&lt;header&gt;</code>, <code>&lt;nav&gt;</code>, <code>&lt;main&gt;</code>, <code>&lt;section&gt;</code>, <code>&lt;article&gt;</code>, <code>&lt;aside&gt;</code>, <code>&lt;footer&gt;</code>, <code>&lt;blockquote&gt;</code>, <code>&lt;pre&gt;</code>, <code>&lt;hr&gt;</code></p><h3>Inline Elements</h3><ul><li>Flow <strong>within text</strong> — no line break</li><li>Width/height = <strong>determined by content</strong> (can't set with CSS by default)</li><li>Sit <strong>side by side</strong> in the same line</li></ul><pre class="ql-syntax" spellcheck="false">&lt;p&gt;
  I love &lt;strong&gt;HTML&lt;/strong&gt; and &lt;em&gt;CSS&lt;/em&gt; and
  &lt;a href="#"&gt;web development&lt;/a&gt;.
&lt;/p&gt;
&lt;!-- All flow within the same paragraph line --&gt;
</pre><p><strong>Common inline elements:</strong> <code>&lt;span&gt;</code>, <code>&lt;a&gt;</code>, <code>&lt;strong&gt;</code>, <code>&lt;em&gt;</code>, <code>&lt;mark&gt;</code>, <code>&lt;code&gt;</code>, <code>&lt;img&gt;</code>, <code>&lt;input&gt;</code>, <code>&lt;label&gt;</code>, <code>&lt;button&gt;</code>, <code>&lt;abbr&gt;</code>, <code>&lt;sub&gt;</code>, <code>&lt;sup&gt;</code>, <code>&lt;br&gt;</code></p><h3>Inline-Block</h3><p>Behaves inline (no line break) but accepts width and height. <code>&lt;img&gt;</code> and <code>&lt;input&gt;</code> are naturally inline-block. You can make any element inline-block with CSS: <code>display: inline-block;</code></p><p><br></p><h2>11.2 Quick Comparison Table</h2><p><img src="data:image/png;base64,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"></p><p><br></p><h2>11.3 <code>&lt;div&gt;</code> — The Block Container</h2><p><code>&lt;div&gt;</code> (division) is a <strong>generic block-level container</strong> with no visual style and no semantic meaning on its own.</p><p>Use <code>&lt;div&gt;</code> when:</p><ul><li>No semantic tag fits the purpose</li><li>You need to group elements for CSS/JS targeting</li><li>Creating layout sections that will be styled with CSS</li></ul><pre class="ql-syntax" spellcheck="false">&lt;!-- Grouping for CSS styling --&gt;
&lt;div class="card"&gt;
  &lt;div class="card-header"&gt;
    &lt;h2&gt;Product Name&lt;/h2&gt;
    &lt;span class="badge"&gt;New&lt;/span&gt;
  &lt;/div&gt;
  &lt;div class="card-body"&gt;
    &lt;p&gt;Product description here.&lt;/p&gt;
    &lt;p class="price"&gt;₹999&lt;/p&gt;
  &lt;/div&gt;
  &lt;div class="card-footer"&gt;
    &lt;button&gt;Add to Cart&lt;/button&gt;
  &lt;/div&gt;
&lt;/div&gt;
</pre><p>Semantic First, div Second</p><p>Before reaching for <code>&lt;div&gt;</code>, ask: "Is there a semantic tag for this?"</p><ul><li>Navigation? → <code>&lt;nav&gt;</code></li><li>Article? → <code>&lt;article&gt;</code></li><li>Page section? → <code>&lt;section&gt;</code></li><li>Top of page? → <code>&lt;header&gt;</code> Only use <code>&lt;div&gt;</code> when none of the above fit.</li></ul><h2>11.4 <code>&lt;span&gt;</code> — The Inline Container</h2><p><code>&lt;span&gt;</code> is a <strong>generic inline element</strong> — it wraps part of text within a line without breaking flow.</p><p>Use <code>&lt;span&gt;</code> when:</p><ul><li>You want to style or target part of text within a paragraph</li><li>No semantic inline tag fits (like <code>&lt;strong&gt;</code>, <code>&lt;em&gt;</code>, <code>&lt;mark&gt;</code>)</li></ul><pre class="ql-syntax" spellcheck="false">&lt;!-- Style part of a sentence --&gt;
&lt;p&gt;
  The price is &lt;span style="color: red; font-weight: bold;"&gt;₹499&lt;/span&gt; only.
&lt;/p&gt;

&lt;!-- Target text with a class for JS --&gt;
&lt;p&gt;
  Your score: &lt;span class="score" id="score-value"&gt;87&lt;/span&gt;/100
&lt;/p&gt;

&lt;!-- Multiple uses in one paragraph --&gt;
&lt;p&gt;
  Temperature: &lt;span class="temp hot"&gt;42°C&lt;/span&gt; in
  &lt;span class="city"&gt;Chennai&lt;/span&gt; today.
&lt;/p&gt;
</pre><h2>11.5 <code>&lt;div&gt;</code> vs <code>&lt;span&gt;</code> — Side by Side</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- div: wraps a BLOCK of content --&gt;
&lt;div class="alert-box"&gt;
  &lt;strong&gt;Warning:&lt;/strong&gt; This action cannot be undone.
&lt;/div&gt;

&lt;!-- span: wraps a WORD or PHRASE within text --&gt;
&lt;p&gt;
  This action &lt;span class="danger-text"&gt;cannot be undone&lt;/span&gt;.
&lt;/p&gt;
</pre><p><img 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"></p><h2>11.6 Nesting Rules</h2><p>Block elements can contain both block and inline elements. Inline elements should only contain inline elements — not block elements.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- ✅ Correct: block contains block and inline --&gt;
&lt;div&gt;
  &lt;h2&gt;Title&lt;/h2&gt;
  &lt;p&gt;Some &lt;strong&gt;bold&lt;/strong&gt; text.&lt;/p&gt;
&lt;/div&gt;

&lt;!-- ✅ Correct: inline contains inline --&gt;
&lt;p&gt;Text with &lt;a href="#"&gt;&lt;strong&gt;bold link&lt;/strong&gt;&lt;/a&gt;.&lt;/p&gt;

&lt;!-- ❌ Wrong: inline element containing block element --&gt;
&lt;span&gt;
  &lt;div&gt;This is invalid HTML&lt;/div&gt;
&lt;/span&gt;

&lt;!-- ❌ Wrong: inline inside inline that can't nest --&gt;
&lt;a href="#"&gt;Click &lt;a href="#"&gt;nested link&lt;/a&gt;&lt;/a&gt;
</pre><h2>🚀 Recommended Projects</h2><p>Project 1 — Product Card Layout</p><p>Create 3 product cards using <code>&lt;div&gt;</code> containers. Each card should contain:</p><ul><li><code>&lt;img&gt;</code> for product image</li><li><code>&lt;h3&gt;</code> product name</li><li><code>&lt;p&gt;</code> with <code>&lt;span class="price"&gt;</code> for price</li><li><code>&lt;button&gt;</code> Buy Now All 3 cards side by side using <code>display: flex</code> in CSS.</li></ul><p>Project 2 — Magazine-style Layout</p><p>Build a two-column page layout using <code>&lt;div&gt;</code> containers:</p><ul><li>Left <code>&lt;div&gt;</code> (width 70%) for main article</li><li>Right <code>&lt;div&gt;</code> (width 30%) for sidebar</li><li>Use <code>&lt;span&gt;</code> to highlight key terms in the article text</li></ul><h2>📌 Quick Recall</h2><ul><li><strong>Block</strong> = new line, full width (<code>&lt;div&gt;</code>, <code>&lt;p&gt;</code>, <code>&lt;h1&gt;</code>) — stacks vertically</li><li><strong>Inline</strong> = flows in text, content-width (<code>&lt;span&gt;</code>, <code>&lt;a&gt;</code>, <code>&lt;strong&gt;</code>) — sits side by side</li><li><strong>Inline-block</strong> = inline flow but accepts dimensions (<code>&lt;img&gt;</code>, <code>&lt;input&gt;</code>)</li><li><code>&lt;div&gt;</code> = block container — group elements for layout/styling</li><li><code>&lt;span&gt;</code> = inline container — style part of text without line break</li><li>Inline elements must not contain block elements</li><li>Prefer semantic tags (<code>&lt;header&gt;</code>, <code>&lt;nav&gt;</code>, <code>&lt;section&gt;</code>) over <code>&lt;div&gt;</code> when possible</li></ul><p>← <a href="10 - Forms &amp; User Input" rel="noopener noreferrer" target="_blank">10 - Forms &amp; User Input</a> | Next → <a href="12 - CSS JS Integration &amp; Accessibility" rel="noopener noreferrer" target="_blank">12 - CSS JS Integration &amp; Accessibility</a></p>

### Page: 12 - CSS JS Integration & Accessibility
URL: https://inside.blackboxlearning.in/docs/view/html/p/12-css-js-integration-accessibility/

<h1>Chapter 12 — CSS &amp; JS Integration &amp; Accessibility</h1><p>Learning Outcome</p><p>Connect HTML with CSS and JavaScript, and build accessible web pages using ARIA and best practices.</p><p>← <a href="11 - Layout Basics" rel="noopener noreferrer" target="_blank">11 - Layout Basics</a> | Back to → <a href="00 - HTML Tutorial MOC" rel="noopener noreferrer" target="_blank">00 - HTML Tutorial MOC</a></p><h2>12.1 Three Ways to Add CSS</h2><h3>Method 1: Inline CSS</h3><pre class="ql-syntax" spellcheck="false">&lt;p style="color: blue; font-size: 18px; font-weight: bold;"&gt;Hello&lt;/p&gt;
</pre><ul><li>Highest specificity — overrides everything</li><li>Hard to maintain, not reusable</li><li>Use only for truly one-off, quick tweaks</li></ul><h3>Method 2: Internal CSS (<code>&lt;style&gt;</code> tag)</h3><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;style&gt;
    p { color: blue; }
    h1 { font-size: 2rem; }
    .highlight { background: yellow; }
  &lt;/style&gt;
&lt;/head&gt;
</pre><ul><li>Good for single-page projects or email templates</li><li>Keeps styles and HTML in one file</li></ul><h3>Method 3: External CSS (Best Practice ✅)</h3><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;link rel="stylesheet" href="styles.css"&gt;
&lt;/head&gt;
/* styles.css */
p { color: blue; }
h1 { font-size: 2rem; }
</pre><ul><li>Separate file — clean separation of concerns</li><li>One CSS file styles many pages — efficient</li><li>Browser caches the CSS file — faster page loads</li></ul><p>Which Method to Use?</p><ul><li>Small experiments / learning → internal <code>&lt;style&gt;</code></li><li>Any real project → external CSS file always</li><li>Never use inline style for layout — only micro-overrides</li></ul><h2>12.2 Three Ways to Add JavaScript</h2><h3>Method 1: Inline JS (Avoid ❌)</h3><pre class="ql-syntax" spellcheck="false">&lt;button onclick="alert('Hello!')"&gt;Click&lt;/button&gt;
</pre><h3>Method 2: Internal JS (<code>&lt;script&gt;</code> tag)</h3><pre class="ql-syntax" spellcheck="false">&lt;body&gt;
  &lt;h1&gt;Hello&lt;/h1&gt;

  &lt;!-- JS at the bottom of body — HTML loads first --&gt;
  &lt;script&gt;
    document.querySelector('h1').style.color = 'red';
  &lt;/script&gt;
&lt;/body&gt;
</pre><h3>Method 3: External JS (Best Practice ✅)</h3><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;!-- defer: loads JS after HTML is parsed (recommended) --&gt;
  &lt;script src="app.js" defer&gt;&lt;/script&gt;
&lt;/head&gt;
</pre><h3><code>defer</code> vs <code>async</code></h3><p>    <code>defer</code> <code>async</code>     When downloaded Parallel with HTML Parallel with HTML   When executed After HTML parsed As soon as downloaded   Order preserved ✅ Yes ❌ No   Use for Most scripts Independent scripts (analytics)   Always Use <code>defer</code></p><p><code>&lt;script src="app.js" defer&gt;</code> is the modern best practice. It downloads in the background and runs after HTML is ready — no blocking, no timing issues.</p><h2>12.3 Accessibility Fundamentals</h2><p>Accessibility (a11y) means making your website usable by <strong>everyone</strong> — including people with visual, motor, or cognitive disabilities.</p><p>Why Accessibility Matters</p><ul><li>1 in 6 people worldwide have a disability (WHO)</li><li>Accessible sites rank better in Google</li><li>Many countries have legal requirements for accessibility</li><li>Good accessibility improves UX for everyone (captions help in noisy environments too)</li></ul><h2>12.4 Core Accessibility Practices</h2><h3>1. Alt Text on Images</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- ✅ Descriptive alt text --&gt;
&lt;img src="chart.png" alt="Bar chart showing 40% sales growth in Q4 2024"&gt;

&lt;!-- ✅ Decorative image — empty alt (screen reader skips it) --&gt;
&lt;img src="divider-line.svg" alt=""&gt;

&lt;!-- ❌ Useless alt text --&gt;
&lt;img src="chart.png" alt="image"&gt;
&lt;img src="chart.png" alt="chart.png"&gt;
</pre><h3>2. Label Every Input</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- ✅ Accessible --&gt;
&lt;label for="email"&gt;Email Address&lt;/label&gt;
&lt;input type="email" id="email" name="email"&gt;

&lt;!-- ❌ Not accessible — no label --&gt;
&lt;input type="email" name="email" placeholder="Email"&gt;
</pre><h3>3. Logical Heading Hierarchy</h3><pre class="ql-syntax" spellcheck="false">&lt;!-- ✅ Correct hierarchy --&gt;
&lt;h1&gt;Main Title (once per page)&lt;/h1&gt;
  &lt;h2&gt;Section&lt;/h2&gt;
    &lt;h3&gt;Sub-section&lt;/h3&gt;
    &lt;h3&gt;Another Sub-section&lt;/h3&gt;
  &lt;h2&gt;Another Section&lt;/h2&gt;

&lt;!-- ❌ Skipping levels --&gt;
&lt;h1&gt;Main Title&lt;/h1&gt;
&lt;h4&gt;Why did we skip h2 and h3?&lt;/h4&gt;
</pre><h3>4. Keyboard Navigation</h3><p>All interactive elements must be usable with <strong>Tab</strong> key only — no mouse required.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- tabindex="0" makes non-interactive elements focusable --&gt;
&lt;div tabindex="0" role="button"&gt;Custom Button&lt;/div&gt;

&lt;!-- tabindex="-1" removes from tab order (JS controlled) --&gt;
&lt;div tabindex="-1"&gt;Only focusable via JS&lt;/div&gt;

&lt;!-- Skip navigation link (first thing on page) --&gt;
&lt;a href="#main-content" class="skip-link"&gt;Skip to main content&lt;/a&gt;
...
&lt;main id="main-content"&gt;...&lt;/main&gt;
</pre><h2>12.5 ARIA Attributes</h2><p><strong>ARIA</strong> = Accessible Rich Internet Applications. Adds accessibility semantics to HTML.</p><pre class="ql-syntax" spellcheck="false">&lt;!-- aria-label: text label for screen readers (no visible text) --&gt;
&lt;button aria-label="Close dialog"&gt;
  &lt;svg&gt;&lt;!-- X icon --&gt;&lt;/svg&gt;
&lt;/button&gt;

&lt;!-- aria-hidden: hide decorative elements from screen readers --&gt;
&lt;span aria-hidden="true"&gt;★★★★☆&lt;/span&gt;
&lt;span class="sr-only"&gt;4 out of 5 stars&lt;/span&gt;

&lt;!-- aria-expanded: toggle state for accordions/dropdowns --&gt;
&lt;button aria-expanded="false" aria-controls="menu"&gt;
  Menu
&lt;/button&gt;
&lt;ul id="menu" hidden&gt;...&lt;/ul&gt;

&lt;!-- aria-live: announce dynamic content changes --&gt;
&lt;div aria-live="polite" id="status"&gt;
  &lt;!-- Changes here are announced by screen readers --&gt;
&lt;/div&gt;

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</pre><h3>Common ARIA Attributes</h3><p><img src="data:image/png;base64,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"></p><p><br></p><p>First Rule of ARIA</p><p>"No ARIA is better than bad ARIA." If you can use a native HTML element instead, do that. <code>&lt;button&gt;</code> is better than <code>&lt;div role="button"&gt;</code>. <code>&lt;nav&gt;</code> is better than <code>&lt;div role="navigation"&gt;</code>.</p><h2>12.6 Screen Reader Only Text</h2><p>Sometimes you need text for screen readers but not visible on screen.</p><pre class="ql-syntax" spellcheck="false">&lt;style&gt;
  .sr-only {
    position: absolute;
    width: 1px;
    height: 1px;
    overflow: hidden;
    clip: rect(0,0,0,0);
    white-space: nowrap;
  }
&lt;/style&gt;

&lt;!-- Visible icon, hidden text for screen reader --&gt;
&lt;button&gt;
  &lt;svg aria-hidden="true"&gt;&lt;!-- cart icon --&gt;&lt;/svg&gt;
  &lt;span class="sr-only"&gt;Add to cart&lt;/span&gt;
&lt;/button&gt;
</pre><h2>12.7 Colour Contrast &amp; Focus Indicators</h2><pre class="ql-syntax" spellcheck="false">&lt;!-- Always ensure visible focus ring --&gt;
&lt;style&gt;
  /* Never do this — removes accessibility --&gt;
  /* :focus { outline: none; } */

  /* Do this instead — custom but visible focus --&gt;
  :focus {
    outline: 3px solid #005fcc;
    outline-offset: 2px;
  }
&lt;/style&gt;
</pre><p>WCAG Contrast Ratios</p><ul><li><strong>Normal text</strong>: minimum 4.5:1 contrast ratio</li><li><strong>Large text (18px+ or 14px bold)</strong>: minimum 3:1</li><li>Check with tools: WebAIM Contrast Checker, browser DevTools</li></ul><h2>12.8 HTML Best Practices Checklist</h2><p>Before You Ship a Page</p><ul><li><code>&lt;!DOCTYPE html&gt;</code> on line 1</li><li><code>lang="en"</code> on <code>&lt;html&gt;</code></li><li><code>charset="UTF-8"</code> in <code>&lt;head&gt;</code></li><li><code>viewport</code> meta tag in <code>&lt;head&gt;</code></li><li>Descriptive <code>&lt;title&gt;</code> tag</li><li>One <code>&lt;h1&gt;</code> per page, logical heading order</li><li>Every <code>&lt;img&gt;</code> has an <code>alt</code> attribute</li><li>Every <code>&lt;input&gt;</code> has a <code>&lt;label&gt;</code></li><li>External CSS in <code>&lt;link&gt;</code>, external JS in <code>&lt;script defer&gt;</code></li><li>Semantic tags used (<code>&lt;header&gt;</code>, <code>&lt;main&gt;</code>, <code>&lt;nav&gt;</code>, etc.)</li><li>Tab through the page — is it navigable by keyboard?</li><li>No passwords or secrets in HTML comments</li></ul><h2>🚀 Recommended Projects</h2><p>Project 1 — Styled Portfolio with JavaScript</p><p>Link an external <code>style.css</code> and <code>app.js</code> to your portfolio page.</p><ul><li>CSS: set font, colours, and a two-column layout</li><li>JS: add a dark mode toggle button using <code>document.body.classList.toggle()</code></li><li>Ensure the button has <code>aria-label</code> and <code>aria-pressed</code> attributes</li></ul><p>Project 2 — Accessible Contact Form</p><p>Build a fully accessible contact form:</p><ul><li>Every input has a visible <code>&lt;label&gt;</code> linked by <code>for</code>/<code>id</code></li><li>Icon-only buttons have <code>aria-label</code></li><li>Use <code>required</code> on required fields</li><li>Add a success <code>aria-live="polite"</code> div that gets filled with "Form submitted!" via JS</li><li>Test the entire form using only the Tab key</li></ul><h2>📌 Quick Recall</h2><ul><li>Inline CSS → attribute <code>style=""</code> | Internal → <code>&lt;style&gt;</code> in head | External → <code>&lt;link&gt;</code> (best)</li><li>JS placement: <code>&lt;script src="app.js" defer&gt;</code> in <code>&lt;head&gt;</code> (preferred) or before <code>&lt;/body&gt;</code></li><li><code>defer</code> = runs after HTML parses | <code>async</code> = runs as soon as downloaded</li><li><code>alt=""</code> on decorative images | descriptive alt on meaningful images</li><li>Every <code>&lt;input&gt;</code> needs a <code>&lt;label for="..."&gt;</code> matching the input's <code>id</code></li><li>ARIA: <code>aria-label</code>, <code>aria-hidden</code>, <code>aria-expanded</code>, <code>role</code>, <code>aria-live</code></li><li>First Rule of ARIA: use native HTML elements first</li><li>Never remove <code>:focus</code> outline — keyboard users rely on it</li></ul><p>← <a href="11 - Layout Basics" rel="noopener noreferrer" target="_blank">11 - Layout Basics</a> | Back to → <a href="00 - HTML Tutorial MOC" rel="noopener noreferrer" target="_blank">00 - HTML Tutorial MOC</a></p>

### Page: HTML for SEO - introduction
URL: https://inside.blackboxlearning.in/docs/view/html/p/html-for-seo-introduction/

<h1>HTML for SEO (HTML Used in SEO)</h1><p>Search engines like Google read a page's HTML to understand what the page is about, how it is organized, and which content is most important.</p><p>Think of it like this:</p><ul><li><strong>HTML</strong> = The structure of a book.</li><li><strong>SEO</strong> = Making that book easy to find in a library (Google).</li></ul><p>Without proper HTML, search engines may not understand your content correctly, even if the content is excellent.</p><p><br></p><h2>Why HTML is Important for SEO</h2><p>When Google visits a website, it does not "see" the page like humans do first. It reads the HTML code.</p><p>From the HTML, Google learns:</p><ul><li>What is the page title?</li><li>What is the main topic?</li><li>What language is used?</li><li>What images are on the page?</li><li>Which pages are linked?</li><li>Is the page mobile friendly?</li><li>Should the page be indexed?</li><li>Which page is the original version?</li><li>Is there structured data?</li></ul><p>Almost every important SEO signal starts from HTML.</p><p><br></p><p>Example: </p><p>Imagine you create a webpage.</p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html lang="en"&gt;

&lt;head&gt;
  &lt;title&gt;Best Python Course for Beginners&lt;/title&gt;
  &lt;meta name="description"
  content="Learn Python from scratch with practical examples."&gt;
&lt;/head&gt;
  
&lt;body&gt;

  &lt;h1&gt;Python Course&lt;/h1&gt;
  &lt;p&gt;Complete Python tutorial.&lt;/p&gt;
  &lt;img src="python-course.jpg" alt="Python Programming Course"&gt;

&lt;/body&gt;
&lt;/html&gt;

</pre><p><span style="color: rgb(229, 231, 235);">Google opens your webpage and reads the code</span></p><p>Google now understands ( evaluate the page ):</p><ul><li>This page is about Python.</li><li>The page title is "Best Python Course for Beginners".</li><li>The description explains the page.</li><li>The main heading is Python Course.</li><li>The image is related to Python programming.</li></ul><p>Google indexes the page</p><p><br></p><p>Imagine a user searches:</p><blockquote>"Best Python Course</blockquote><p><br></p><p>Google searches its index </p><p>Google ranks the most relevant pages </p><p>Your webpage may appear in the SERP</p><p><br></p><h2><br></h2>

### Page: Parts of HTML That Affect SEO
URL: https://inside.blackboxlearning.in/docs/view/html/p/parts-of-html-that-affect-seo/

<h1>Parts of HTML That Affect SEO</h1><p>SEO-related HTML can be divided into two main parts.</p><p><br></p><p><strong>1. Inside the &lt;head&gt; section</strong></p><p>	This contains information about the page.</p><p>	Users usually don't see most of it.</p><p>	Search engines read it carefully.</p><p><br></p><p>2. Inside the &lt;body&gt; section</p><p>	This is the visible content.</p><p>	Google also analyzes this heavily.</p>

### Page: SEO Elements Inside the Head Section
URL: https://inside.blackboxlearning.in/docs/view/html/p/seo-elements-inside-the-head-section/

<h1>SEO Elements Inside the Head Section</h1><p>The &lt;head&gt;section contains information <strong>about the webpage</strong>. Most of it is <strong>not visible to users</strong>, but browsers and search engines read it to understand the page.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;!-- SEO elements go here --&gt;
&lt;/head&gt;
</pre><p><br></p><h2>1. Title Tag</h2><p>The title is one of the strongest on-page SEO signals.&nbsp;tells Google and the browser the name of your webpage</p><ul><li>Appears as the <strong>blue clickable title</strong> in Google Search.</li><li>Appears in the <strong>browser tab</strong>.</li><li>Helps Google understand the page topic.</li></ul><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;title&gt;Python Course for Beginners&lt;/title&gt;
&lt;/head&gt;
</pre><p><br></p><h3>Best Practices</h3><ul><li>One title per page.</li><li>Keep it around 50 to 60 characters.</li><li>Include the primary keyword naturally.</li><li>Make every page's title unique.</li></ul><p><br></p><h2>2. Meta Description</h2><p>A short summary of the page.</p><p>Google often shows this below the page title in search results.</p><pre class="ql-syntax" spellcheck="false">  &lt;meta name="description" content="Learn Python programming from basics to advanced with practical projects."&gt;
</pre><p>&lt;meta&gt; = Meta tag.</p><p>name="description" = Specifies this is a description.</p><p>content="..." = The description text.</p><p><br></p><h3>Best Practices</h3><ul><li>Around 150 to 160 characters.</li><li>Clearly explain the page.</li><li>Include important keywords naturally.</li><li>Avoid duplicate descriptions.</li></ul><p><br></p><h2>3. Charset</h2><p>Defines how text characters are displayed.</p><p>Without it, special characters may appear incorrectly.</p><p><span style="color: rgb(229, 231, 235);">Instead of ₹500 the browser might display â‚¹500</span></p><pre class="ql-syntax" spellcheck="false">&lt;meta charset="UTF-8"&gt;&nbsp;
</pre><p>&lt;meta&gt; = Meta tag.</p><p>charset = Character encoding.</p><p>"UTF-8" = Supports most languages and symbols.</p><p><br></p><h2>4. Viewport</h2><p>Makes the page responsive on mobile devices.</p><p>Google uses mobile-first indexing</p><p>Without this tag, a page may appear zoomed out or difficult to read on phones.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;meta name="viewport" content="width=device-width, initial-scale=1.0"&gt;
&lt;/head&gt;
</pre><p>name="viewport" = Viewport settings.</p><p>width=device-width = Page width matches the device.</p><p>initial-scale=1.0 = Default zoom level.</p><p><br></p><h2>5. Robots Meta Tag</h2><p>This tells search engines what they are allowed to do.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;meta name="robots" content="index, follow"&gt;
&lt;/head&gt;
</pre><p>name="robots" = Robots instructions.</p><p>content="index, follow" = Rules for search engines.</p><p>Common values</p><ul><li>index : Allow Google to index the page.</li><li>noindex : Do not show this page in search results.</li><li>follow : Follow links on the page.</li><li>nofollow : Do not follow the links</li></ul><p><br></p><h2>6. Canonical Tag</h2><p>	Sometimes the same content exists on multiple URLs.</p><p>	Example</p><pre class="ql-syntax" spellcheck="false">example.com/course
example.com/course?sort=new
example.com/course?ref=facebook
</pre><p>	Google may treat these as duplicate pages.</p><p>	Canonical tells Google which version is the original.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  &lt;link rel="canonical" href="https://example.com/course"&gt;
&lt;/head&gt;
</pre><p>	This prevents duplicate content problems.</p><p><br></p><h2>7. Language Attribute</h2><p>	This tells browsers and search engines the language of the page.</p><p>	Helps Google serve the page to the right audience.</p><pre class="ql-syntax" spellcheck="false">&lt;html lang="en"&gt;    //English
&lt;html lang="ml"&gt;    // Malayalam
&lt;html lang="hi"&gt;    //Hindi
</pre><h2><br></h2><h2>8. Open Graph Tags</h2><p>When someone shares the page on platforms like Facebook, LinkedIn, or WhatsApp, these tags control the preview.</p><pre class="ql-syntax" spellcheck="false">&lt;meta property="og:title" content="Python Course"&gt;
&lt;meta property="og:description" content="Learn Python easily."&gt;
&lt;meta property="og:image" content="python.jpg"&gt;
</pre><p>property = Open Graph property.</p><p>og:title = Shared page title.</p><p>og:description = Shared description.</p><p>og:image = Preview image.</p><p>content = Value shown on social media.</p><p><br></p><h2>9. Structured Data (Schema)</h2><p>Schema is additional information</p><p>Google can use this to create rich results, such as star ratings, FAQs, courses, products, recipes, events, and more.</p><p>It is not visible to website visitors, but search engines like Google can read it.</p><p>usually placed inside the &lt;head&gt; section, but it can also be added inside the &lt;body&gt;</p><p>You can use Schema Generator tools.</p><pre class="ql-syntax" spellcheck="false">&lt;script type="application/ld+json"&gt; 
{ 
  "@context":"https://schema.org", 
  "@type":"Course", 
  "name":"Python Course" 
} 
&lt;/script&gt;
</pre><p>Normally, the &lt;script&gt; tag is used for JavaScript.</p><p>type="application/ld+json" tells the browser and Google "This is Structured Data (JSON-LD), not JavaScript.</p><p>@context → Uses the Schema.org standard.</p><p>@type → Type of content - type of shema (Course, Product, Person, etc.).</p><p>name → Name of the content.</p><p>description → Short description.</p><p><br></p><h2>10. Favicon</h2><p>Appears in browser tabs.</p><p>Appears in bookmarks.</p><p>Improves website branding.</p><p>Does not directly improve SEO rankings</p><p>The favicon is usually saved as an ico file.</p><pre class="ql-syntax" spellcheck="false">&lt;link rel="icon" href="favicon.ico"&gt;
</pre><p>icon = Specifies the file is the website icon.</p>

### Page: SEO Elements Inside the Body
URL: https://inside.blackboxlearning.in/docs/view/html/p/seo-elements-inside-the-body/

<h1>SEO Elements Inside the Body</h1><p>The &lt;body&gt; contains all the <strong>visible content</strong> of a webpage. This is the part that users see and Google reads to understand the page's content.</p><pre class="ql-syntax" spellcheck="false">&lt;body&gt;
  &lt;!-- Visible content goes here --&gt;
&lt;/body&gt;
</pre><h2><br></h2><h2>1. Heading Tags</h2><ul><li>One H1 for the main page topic.</li><li>Use H2 for major sections.</li><li>Use H3 under H2 when needed.</li><li>must follow the heading hierarchy</li><li>Don't use headings just to make text larger. Use CSS for styling.</li></ul><p><br></p><h2>2. Paragraphs</h2><p>Write clear, useful content that answers user questions.</p><pre class="ql-syntax" spellcheck="false">&lt;body&gt;
  &lt;p&gt;Python is a simple programming language.&lt;/p&gt;
&lt;/body&gt;

</pre><h2><br></h2><h2>3. Images</h2><ul><li>Google cannot fully understand an image just by looking at it.</li><li>The alt attribute explains the image.<span style="color: rgb(229, 231, 235);">Write meaningful alt text.</span></li><li>Use descriptive file names.</li><li>Specify width and height.</li><li>Use loading="lazy" for most images. (without hero image)</li><li>Make images responsive.</li><li>Use modern formats like WebP or AVIF when possible.</li><li>Compress images before uploading to reduce the file size while maintaining good quality.</li><li class="ql-indent-1">Hero/Banner images: Less than 100 KB</li><li class="ql-indent-1">Other webpage images: Less than 50 KB</li><li class="ql-indent-1">Icons and logos: As small as possible, usually 5 to 20 KB</li></ul><pre class="ql-syntax" spellcheck="false">alt="image"  //Bad
alt="Student learning Python programming"  //Good  


IMG12345.jpg          //bad
python-programming-course.jpg    //good
</pre><h2><br></h2><h2>4. Links</h2><ul><li>Internal links help Google discover other pages on your website.</li><li>External links can provide references to trusted sources.</li><li>Use descriptive anchor text.</li><li>remove broken or orphan links</li></ul><p><br></p><pre class="ql-syntax" spellcheck="false">Click Here    //bad
Download Python Notes  //good
</pre><p><br></p><h2>5. Semantic HTML</h2><p>Instead of using only &lt;div&gt; elements, HTML5 introduced semantic elements that describe the purpose of content.</p><p>Google understands the structure of the page much better.</p><pre class="ql-syntax" spellcheck="false">&lt;head&gt;
  -------
&lt;/head&gt;

&lt;body&gt;  
  &lt;main&gt;          //tells Google this is the primary content.
      &lt;header&gt;     ///heading part or Website Header
         ----------
      &lt;/header&gt;
      &lt;nav&gt;             //contains navigation links.
         -----------
      &lt;/nav&gt;
      &lt;aside&gt;            //side bar
         -----------
      &lt;/aside&gt;
      &lt;section&gt;
         ----------
      &lt;/section&gt;
      &lt;article&gt;          //blog or news
         ----------
      &lt;/article&gt;
      &lt;footer&gt;          //footer section 
         ----------
      &lt;/footer&gt;
 &lt;/main&gt;
&lt;/body&gt;

</pre>


---

## Topic: JavaScript
URL: https://inside.blackboxlearning.in/docs/view/javascript/

JavaScript is a high-level programming language used to create interactive and dynamic content on websites, such as animations, forms, and real-time updates.

### Section: JS FUNDAMENTALS

<h1>What is JavaScript?</h1><p>JavaScript is a <strong>programming language used to make websites interactive</strong>.</p><p><br></p><p>Without JS:</p><ul><li>HTML → structure</li><li>CSS → design</li><li>❌ No interactivity</li></ul><p><br></p><p>With JS:</p><ul><li>Button click → works</li><li>Form validation → works</li><li>Animations → dynamic</li><li>Data from server → load</li></ul><h2><br></h2><h2>JavaScript is Case Sensitive</h2><p>JavaScript identifiers are&nbsp;<strong>case sensitive</strong>.</p><p>The variables&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">lastName</code>&nbsp;and&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">lastname</code>, are different variables</p>

#### Page: JavaScript Engine
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/javascript-engine/

<p>A <strong>JavaScript Engine</strong> is a program that:</p><p><br></p><p>Reads your JS code</p><p>Converts it into machine code</p><p>Executes it</p><h2><br></h2><h2>Popular JS Engines</h2><ul><li>V8 (Chrome, Node.js)</li><li>SpiderMonkey (Firefox)</li><li>JavaScriptCore (Safari)</li></ul><p><br></p><h2>How Engine Works</h2><p><br></p><p><img src="https://images.openai.com/static-rsc-4/AESBwmgPpKAOASkvF2CStVjLI-qLnkX1hXxdTYcioGja7Ybx-NWI_UidvkU9GuDYZwJcCs6_HjxNqvVuAwKH_cxJimaX8854io4Io0dgWbrYkoadUVcTUSoNDy0KG6xzc7_Bu8be0A6ORhV8fVtRK9GNcdqdsNMtpCNpzrbz74_WewnwFhsio3GmEhiq8-O1?purpose=fullsize" alt="How to Execute JavaScript Code ? - GeeksforGeeks"></p><p><br></p><h3>Steps:<span class="ql-cursor">﻿</span></h3><ol><li>You write JS code</li><li>Engine parses code</li><li>Converts to machine code</li><li>Executes instantly&nbsp;</li></ol><p><br></p>

#### Page: Runtime
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/runtime/

<h1>&nbsp;Runtime (Browser Environment)</h1><p><br></p><p>JavaScript alone = language</p><p>But it needs a <strong>runtime</strong> to run</p><h2><br></h2><h2>Browser = Runtime</h2><p>Browser gives:</p><ul><li>DOM (Document Object Model)</li><li>APIs (fetch, setTimeout, etc.)</li><li>Event system</li></ul><h2><br></h2><h2>Example</h2><pre class="ql-syntax" spellcheck="false">console.log("Hello");

</pre><p><code>console.log()</code> is <strong>NOT pure JS</strong></p><p>It is provided by the <strong>browser runtime</strong></p><p><br></p><h2>Runtime Components</h2><h3>Includes:</h3><ul><li>Call Stack</li><li>Web APIs</li><li>Event Loop</li><li>Callback Queue</li></ul><h3><br></h3><h3>👉 You’ll learn these deeply later (advanced level)</h3>

#### Page: How Browser Executes JavaScript
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/how-browser-executes-javascript/

<h3>Flow:</h3><ol><li>Browser reads HTML</li><li>Builds DOM</li><li>Finds <code>&lt;script&gt;</code></li><li>Stops HTML parsing ⛔</li><li>Executes JS</li><li>Continues loading</li></ol><p><br></p><p>&nbsp;JS is <strong>blocking by default</strong></p><p>		That means:</p><ul><li class="ql-indent-1">If JS takes time → page load slows</li></ul><p>Use:</p><pre class="ql-syntax" spellcheck="false">
&lt;script defer src="script.js"&gt;&lt;/script&gt;

</pre><p>👉 <code>defer</code> = run JS after HTML loads</p>

#### Page: JavaScript Where To
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/javascript-where-to/

<h2>The &lt;script&gt; Tag</h2><p>In HTML, JavaScript code is inserted between&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;script&gt;</code>&nbsp;and&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;/script&gt;</code>&nbsp;tags.</p><p><br></p><h2>JavaScript in &lt;head&gt; or &lt;body&gt;</h2><p>You can place any number of scripts in an HTML document.</p><p>Scripts can be placed in the&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;body&gt;</code>, or in the&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;head&gt;</code>&nbsp;section of an HTML page, or in both.</p><h2>JavaScript in &lt;head&gt;</h2><p>In this example, a JavaScript&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">function</code>&nbsp;is placed in the&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;head&gt;</code>&nbsp;section of an HTML page.</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="RXhhbXBsZQo8IURPQ1RZUEUgaHRtbD4KPGh0bWw+CjxoZWFkPgo8c2NyaXB0PgpmdW5jdGlvbiBteUZ1bmN0aW9uKCkgewogIGRvY3VtZW50LmdldEVsZW1lbnRCeUlkKCJkZW1vIikuaW5uZXJIVE1MID0gIlBhcmFncmFwaCBjaGFuZ2VkLiI7Cn0KPC9zY3JpcHQ+CjwvaGVhZD4KPGJvZHk+CjxoMj5EZW1vIEphdmFTY3JpcHQgaW4gSGVhZDwvaDI+Cgo8cCBpZD0iZGVtbyI+QSBQYXJhZ3JhcGg8L3A+CjxidXR0b24gdHlwZT0iYnV0dG9uIiBvbmNsaWNrPSJteUZ1bmN0aW9uKCkiPlRyeSBpdDwvYnV0dG9uPgoKPC9ib2R5Pgo8L2h0bWw+" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Example




function myFunction() {
  document.getElementByI</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2><br></h2><h2>JavaScript in &lt;body&gt;</h2><p>In this example, a JavaScript&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">function</code>&nbsp;is placed in the&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;body&gt;</code>&nbsp;section of an HTML page.</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMj5EZW1vIEphdmFTY3JpcHQgaW4gQm9keTwvaDI+Cgo8cCBpZD0iZGVtbyI+QSBQYXJhZ3JhcGg8L3A+Cgo8YnV0dG9uIHR5cGU9ImJ1dHRvbiIgb25jbGljaz0ibXlGdW5jdGlvbigpIj5UcnkgaXQ8L2J1dHRvbj4KCjxzY3JpcHQ+CmZ1bmN0aW9uIG15RnVuY3Rpb24oKSB7CiAgZG9jdW1lbnQuZ2V0RWxlbWVudEJ5SWQoImRlbW8iKS5pbm5lckhUTUwgPSAiUGFyYWdyYXBoIGNoYW5nZWQuIjsKfQo8L3NjcmlwdD4KCjwvYm9keT4KPC9odG1sPg==" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Demo JavaScript in Body

A Paragraph

Try it


function myFu</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p><h2>External JavaScript</h2><p>Scripts can also be placed in external files:</p><h3>External file: myScript.js</h3><p><span style="color: rgb(0, 92, 197);">function</span>&nbsp;myFunction() {</p><p>&nbsp;document.getElementById(<span style="color: green;">"demo"</span>).innerHTML&nbsp;=&nbsp;<span style="color: green;">"Paragraph changed."</span>;</p><p>}</p><p>External scripts are practical when the same code is used in many different web pages.</p><p>JavaScript files have the file extension&nbsp;<strong>.js</strong>.</p><p>To use an external script, put the name of the script file in the&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">src</code>&nbsp;(source) attribute of a&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">&lt;script&gt;</code>&nbsp;tag:</p><h3><br></h3><h3>Example</h3><p><span style="color: rgb(153, 153, 153);">&lt;</span><span style="color: rgb(153, 0, 85);">script</span><span style="color: green;">&nbsp;src</span><span style="color: rgb(0, 92, 197);">="myScript.js"</span><span style="color: rgb(153, 153, 153);">&gt;&lt;</span><span style="color: rgb(153, 0, 85);">/script</span><span style="color: rgb(153, 153, 153);">&gt;</span></p><p><br></p><h2>Advantages</h2><p>Placing scripts in external files has some advantages:</p><ul><li>It separates HTML and code</li><li>It makes HTML and JavaScript easier to read and maintain</li><li>Cached JavaScript files can speed up page loads</li></ul><p><br></p>

#### Page: JavaScript Output
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/javascript-output/

<h2>JavaScript Display Possibilities</h2><p>JavaScript can "display" data in different ways:</p><ul><li>Writing into an HTML element, using&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">innerHTML</code>&nbsp;or&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">innerText</code>.</li><li>Writing into the HTML output using&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">document.write()</code>.</li><li>Writing into an alert box, using&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">window.alert()</code>.</li><li>Writing into the browser console, using&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">console.log()</code>.</li></ul><h2><br></h2><h2>Using innerHTML</h2><p>To access an HTML element, you can use the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">document.getElementById(id)</code>&nbsp;method.</p><p>Use the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">id</code>&nbsp;attribute to identify the HTML element.</p><p>Then use the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">innerHTML</code>&nbsp;property to change the HTML content of the HTML element:</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMT5NeSBGaXJzdCBXZWIgUGFnZTwvaDE+CjxwPk15IEZpcnN0IFBhcmFncmFwaDwvcD4KCjxwIGlkPSJkZW1vIj48L3A+Cgo8c2NyaXB0Pgpkb2N1bWVudC5nZXRFbGVtZW50QnlJZCgiZGVtbyIpLmlubmVySFRNTCA9ICI8aDI+SGVsbG8gV29ybGQ8L2gyPiI7Cjwvc2NyaXB0PgoKPC9ib2R5Pgo8L2h0bWw+" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">My First Web Page
My First Paragraph




document.getElement</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2>Using innerText</h2><p>To access an HTML element, use the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">document.getElementById(id)</code>&nbsp;method.</p><p>Then use the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">innerText</code>&nbsp;property to change the inner text of the HTML element:</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMT5NeSBGaXJzdCBXZWIgUGFnZTwvaDE+CjxwPk15IEZpcnN0IFBhcmFncmFwaDwvcD4KCjxwIGlkPSJkZW1vIj48L3A+Cgo8c2NyaXB0Pgpkb2N1bWVudC5nZXRFbGVtZW50QnlJZCgiZGVtbyIpLmlubmVyVGV4dCA9ICJIZWxsbyBXb3JsZCI7Cjwvc2NyaXB0PgoKPC9ib2R5Pgo8L2h0bWw+" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">My First Web Page
My First Paragraph




document.getElement</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p><p>Use innerHTML when you want to change an HTML element.</p><p>Use innerText when you only want to change the plain text.</p><p><br></p><h2>Using document.write()</h2><p>For testing purposes, it is convenient to use&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">document.write()</code>:</p><p><br></p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMT5NeSBGaXJzdCBXZWIgUGFnZTwvaDE+CjxwPk15IGZpcnN0IHBhcmFncmFwaC48L3A+Cgo8c2NyaXB0Pgpkb2N1bWVudC53cml0ZSg1ICsgNik7Cjwvc2NyaXB0PgoKPC9ib2R5Pgo8L2h0bWw+" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">My First Web Page
My first paragraph.


document.write(5 + 6</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2><br></h2><h2>Using window.alert()</h2><p>You can use an alert box to display data:</p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMT5NeSBGaXJzdCBXZWIgUGFnZTwvaDE+CjxwPk15IGZpcnN0IHBhcmFncmFwaC48L3A+Cgo8c2NyaXB0Pgp3aW5kb3cuYWxlcnQoNSArIDYpOwo8L3NjcmlwdD4KCjwvYm9keT4KPC9odG1sPg==" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">My First Web Page
My first paragraph.


window.alert(5 + 6);</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><h2>Using console.log()</h2><p>For debugging purposes, you can call the&nbsp;<code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">console.log()</code>&nbsp;method in the browser to display data.</p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxzY3JpcHQ+CmNvbnNvbGUubG9nKDUgKyA2KTsKPC9zY3JpcHQ+Cgo8L2JvZHk+CjwvaHRtbD4=" data-css="" data-js="" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">console.log(5 + 6);</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><p><br></p>

### Section: VARIABLES & DATA TYPES

<h2>&nbsp;Variables (in programming)</h2><h2><br></h2><p>A <strong>variable</strong> is a named container used to store data.</p><p><br></p><p>👉 Example (JavaScript):</p><pre class="ql-syntax" spellcheck="false">
let name = "Jeeshma";

</pre><p>Here, <code>name</code> is a variable storing a value.</p><p><br></p><p><strong>In short:</strong></p><p> ➡️ Variable = a box that holds data</p><h3><br></h3><h2> Data Types</h2><p><br></p><p>A <strong>data type</strong> defines what kind of data a variable stores.</p><p><br></p><p>👉 Common types:</p><ul><li><strong>String</strong> → <code>"Hello"</code></li><li><strong>Number</strong> → <code>25</code></li><li><strong>Boolean</strong> → <code>true / false</code></li><li><strong>Array</strong> → <code>[1, 2, 3]</code></li><li><strong>Object</strong> → <code>{name: "Jeeshma"}</code></li></ul><p><br></p><p><strong>In short:</strong></p><p> ➡️ Data Type = type of data inside the box</p>

#### Page: Variable
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/variable/

<h1>&nbsp;What is a Variable?</h1><p><br></p><p>A <strong>variable is a container that stores data</strong>.</p><h2><br></h2><h2>&nbsp;Example</h2><pre class="ql-syntax" spellcheck="false">let age = 20;

</pre><ul><li><code>let</code> → keyword</li><li><code>age</code> → variable name</li><li><code>20</code> → value</li></ul><h2><br></h2><h2>&nbsp;var, let, const</h2><h2><br></h2><h2>1. <code>var</code> (OLD WAY – avoid in modern JS)</h2><pre class="ql-syntax" spellcheck="false">var name = "John";

</pre><h3>❌ Problems:</h3><ul><li>Function scoped (not block scoped)</li><li>Can be re-declared</li><li>Causes bugs</li></ul><pre class="ql-syntax" spellcheck="false">var x = 10;
var x = 20; // ✅ allowed (but dangerous)

</pre><h2><br></h2><h2>2. <code>let</code> (MODERN – use this )</h2><pre class="ql-syntax" spellcheck="false">let age = 25;

</pre><h3>✅ Features:</h3><ul><li>Block scoped</li><li>Can be updated</li><li>Cannot be re-declared</li></ul><pre class="ql-syntax" spellcheck="false">let x = 10;
x = 20; // ✅ allowed

let x = 30; // ❌ error

</pre><h2><br></h2><h2>3. <code>const</code> (CONSTANT – most used )</h2><pre class="ql-syntax" spellcheck="false">const pi = 3.14;

</pre><h3>✅ Features:</h3><ul><li>Block scoped</li><li>Cannot be updated</li><li>Cannot be re-declared</li></ul><pre class="ql-syntax" spellcheck="false">const x = 10;
x = 20; // ❌ error

</pre><h2><br></h2><h2>When to use what?</h2><ul><li><code>const</code> → default choice ✅</li><li><code>let</code> → if value changes</li><li><code>var</code> → ❌ avoid</li></ul><h2><br></h2>

#### Page: Data Types
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/data-types/

<h2>&nbsp;1. Primitive Types</h2><p><br></p><p>Stored <strong>by value</strong></p><h3><br></h3><h3>Types:</h3><ul><li>String → <code>"hello"</code></li><li>Number → <code>10</code></li><li>Boolean → <code>true / false</code></li><li>Undefined → variable declared but no value</li><li>Null → intentionally empty</li></ul><h3><br></h3><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">let name = "blackbox";   // String
let age = 20;           // Number
let isStudent = true;   // Boolean
let x;                  // Undefined
let y = null;           // Null
</pre><h2><br></h2><h2>2. Reference Types</h2><p>👉 Stored <strong>by reference (memory address)</strong></p><h3>Types:</h3><ul><li>Object</li><li>Array</li><li>Function</li></ul><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">
let user = {
  name: "blackbox",
  age: 20
};

let arr = [1, 2, 3];
</pre><p><br></p><h2>Key Difference (VERY IMPORTANT)</h2><h3>Primitive:</h3><pre class="ql-syntax" spellcheck="false">
let a = 10;
let b = a;

b = 20;

console.log(a); // 10

</pre><p>👉 Copy created → separate memory</p><h3>Reference:</h3><pre class="ql-syntax" spellcheck="false">
let obj1 = { name: "John" };
let obj2 = obj1;

obj2.name = "Alex";

console.log(obj1.name); // Alex 😱

</pre><p>👉 Same memory → both change</p>

#### Page: Type Coercion
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/type-coercion/

<p>&nbsp;JavaScript automatically converts types when needed</p><p><br></p><h2>&nbsp;1. Implicit Coercion (Automatic)</h2><h3>Example:</h3><pre class="ql-syntax" spellcheck="false">
console.log("5" + 2); 
// "52"

</pre><p>👉 Number → converted to string</p><pre class="ql-syntax" spellcheck="false">
console.log("5" - 2);
// 3

</pre><p>👉 String → converted to number</p><pre class="ql-syntax" spellcheck="false">
console.log(true + 1);
// 2

</pre><p>👉 true → 1</p><p><br></p><h2>2. Explicit Coercion (Manual)</h2><p>You convert types yourself:</p><pre class="ql-syntax" spellcheck="false">
Number("10");   // 10
String(100);    // "100"
Boolean(0);     // false

</pre><p><br></p><p><br></p><p><br></p><h1> Mini Practice </h1><pre class="ql-syntax" spellcheck="false">
let a = "10";
let b = 5;

console.log(a + b); 
console.log(a - b);
console.log(a * b);

</pre><p>👉 Try to predict output before running</p><p><br></p><h1>Quick Rule (VERY IMPORTANT)</h1><ul><li><code>+</code> → string concatenation if one is string</li><li><code>-</code>, <code>*</code>, <code>/</code> → always convert to number</li></ul><p><br></p>

#### Page: Type Conversion
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/type-conversion/

<h1>Type Conversion</h1><p><br></p><p>Converting one type into another.</p><h2>String Conversion</h2><pre class="ql-syntax" spellcheck="false">
let num = 100;

console.log(String(num));

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
"100"

</pre><h2>Number Conversion</h2><pre class="ql-syntax" spellcheck="false">
let str = "123";

console.log(Number(str));

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
123

</pre><h2>Boolean Conversion</h2><pre class="ql-syntax" spellcheck="false">
Boolean(1);
Boolean(0);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
true
false

</pre><p><br></p>

#### Page: String Formatting
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/string-formatting/

<p>String formatting means <strong>combining variables, text, and values inside a string</strong> to create dynamic output.</p><h1><br></h1><h1>1. Traditional String Concatenation</h1><p>Using <code>+</code> operator.</p><pre class="ql-syntax" spellcheck="false">let name = "Jeeshma";
let age = 25;

console.log("My name is " + name + " and I am " + age + " years old.");

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">My name is Jeeshma and I am 25 years old.

</pre><h3>Problems</h3><p>As the string becomes longer, readability decreases.</p><p><br></p><h1>2. Template Literals</h1><p>Uses backticks <code>` `</code></p><p>Variables are inserted using <code>${}</code></p><pre class="ql-syntax" spellcheck="false">let name = "Jeeshma";
let age = 25;

console.log(`My name is ${name} and I am ${age} years old.`);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">My name is Jeeshma and I am 25 years old.
</pre><h1><br></h1><h1>3. Expressions Inside Template Literals</h1><p>You can perform calculations.</p><pre class="ql-syntax" spellcheck="false">
let a = 10;
let b = 20;

console.log(`Total: ${a + b}`);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Total: 30

</pre><h1><br></h1><h1>4. Function Calls Inside Template Literals</h1><pre class="ql-syntax" spellcheck="false">
function greet() {
  return "Hello";
}

console.log(`${greet()} Jeeshma`);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Hello Jeeshma
</pre><p><br></p>

### Section: OPERATORS

<p><strong>Operators (JS):</strong> symbols that perform actions on values</p><p>👉 Types:</p><ul><li>Arithmetic → <code>+ - * / %</code></li><li>Comparison → <code>== === &gt; &lt;</code></li><li>Logical → <code>&amp;&amp; || !</code></li><li>Assignment → <code>= += -=</code></li></ul><p><br></p>

#### Page: Arithmetic Operators
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/arithmetic-operators/

<p>&nbsp;Used for <strong>mathematical calculations</strong></p><h2><br></h2><h2>➕ Basic Operators</h2><pre class="ql-syntax" spellcheck="false">let a = 10;
let b = 3;

console.log(a + b); // 13
console.log(a - b); // 7
console.log(a * b); // 30
console.log(a / b); // 3.33...
console.log(a % b); // 1 (remainder)

</pre><h2><br></h2><h2>🔥 Increment / Decrement</h2><pre class="ql-syntax" spellcheck="false">let x = 5;

x++; // post-increment
console.log(x); // 6

++x; // pre-increment
console.log(x); // 7

</pre><p><br></p><p>👉 Why?</p><ul><li><code>x++</code> → increases after → becomes 6</li><li><code>++x</code> → increases before → becomes 7</li></ul><h2><br></h2><h2>⚠️ Important Difference</h2><pre class="ql-syntax" spellcheck="false">let x = 5;

console.log(x++); // 5 (use first, then increase)
console.log(++x); // 7 (increase first, then use)
</pre><h3>Step 1: <code>console.log(x++)</code></h3><ul><li>Current <code>x = 5</code></li><li><code>x++</code> → <strong>use first → print 5</strong></li><li>Then increase → <code>x = 6</code></li></ul><p>👉 Output: <code>5</code></p><h3><br></h3><h3>Step 2: <code>console.log(++x)</code></h3><ul><li>Now <code>x = 6</code></li><li><code>++x</code> → <strong>increase first → becomes 7</strong></li><li>Then print → <code>7</code></li></ul><p>👉 Output: <code>7</code></p><h2><br></h2><h2>Easy Trick to Remember</h2><ul><li><strong>Post (</strong><code><strong>x++</strong></code><strong>) → "Use → Then Increase"</strong></li><li><strong>Pre (</strong><code><strong>++x</strong></code><strong>) → "Increase → Then Use"</strong></li></ul><p><br></p><p><img src="https://images.openai.com/static-rsc-4/h76W2PmiHKPMABMNv9QSeD7EJtieSTEOvivW_-J0wvcTrm-zVMDYw_NGTMDwAs_dUq0HGBKfDZG0oRmapoG7Hn3sDWwV1HW6I4gyTnvnLXgpuad5YRscVH07ebNGm4sH8TkjnfaAQPwRC6DEADcOacRG77XsnrVg16V-96pV9vsiLtaa3BSpIG0OSLQuZ71a?purpose=fullsize" alt="JavaScript Operators"></p><p><br></p><h2>&nbsp;Quick Practice﻿</h2><p>What will this print?</p><pre class="ql-syntax" spellcheck="false">let x = 10;

console.log(++x); 
console.log(x++); 
console.log(x);
</pre><p>Answer:</p><ul><li><code>++x</code> → 11</li><li><code>x++</code> → prints 11, then becomes 12</li><li>final <code>x</code> → 12</li></ul><p><br></p>

#### Page: Comparison Operators
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/comparison-operators/

<p>&nbsp;Used to <strong>compare values</strong> → returns <code>true</code> or <code>false</code></p><h2><br></h2><h2> Basic Comparison</h2><pre class="ql-syntax" spellcheck="false">
console.log(5 &gt; 3);   // true
console.log(5 &lt; 3);   // false
console.log(5 &gt;= 5);  // true
console.log(5 &lt;= 4);  // false
</pre><p><br></p>

#### Page: Logical Operators
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/logical-operators/

<p>Used to <strong>combine conditions</strong></p><h2><br></h2><h2>AND (<code>&amp;&amp;</code>)</h2><p>	 Both must be true</p><pre class="ql-syntax" spellcheck="false">
console.log(true &amp;&amp; true);   // true
console.log(true &amp;&amp; false);  // false
</pre><p><br></p><h2>OR (<code>||</code>)</h2><p>	 At least one true</p><pre class="ql-syntax" spellcheck="false">
console.log(true || false); // true
console.log(false || false); // false
</pre><p><br></p><h2>NOT (<code>!</code>)</h2><p>	 Reverses value</p><pre class="ql-syntax" spellcheck="false">
console.log(!true);  // false
console.log(!false); // true
</pre><p><br></p>

#### Page: String Operators
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/string-operators/

<h1>5. String Operators</h1><p>Used with strings.</p><pre class="ql-syntax" spellcheck="false">
let first = "Hello";
let second = "World";

console.log(first + " " + second);
// Hello World
</pre><p><br></p>

### Section: JavaScript Conditionals

<h2>Conditional Statements</h2><p><strong>Conditional Statements</strong>&nbsp;allow us to perform&nbsp;<strong>different actions</strong>&nbsp;for&nbsp;<strong>different conditions</strong>.</p><p>Conditional statements&nbsp;<strong>run different code</strong>&nbsp;depending on&nbsp;<strong>true</strong>&nbsp;or&nbsp;<strong>false</strong>&nbsp;conditions.</p><p>Conditional statements include:</p><ul><li>if</li><li>if...else</li><li>if...else if...else</li><li>switch</li><li>ternary (? :)</li></ul><h2><br></h2><h2>When to use Conditionals</h2><ul><li>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">if</code>&nbsp;to specify a&nbsp;<strong>code block</strong>&nbsp;to be executed, if a specified condition is&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">true</code></li><li>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">else</code>&nbsp;to specify a&nbsp;<strong>code block</strong>&nbsp;to be executed, if the same condition is&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">false</code></li><li>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">else if</code>&nbsp;to specify a&nbsp;<strong>new condition</strong>&nbsp;to test, if the first condition is&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">false</code></li><li>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">switch</code>&nbsp;to specify many&nbsp;<strong>alternative code blocks</strong>&nbsp;to be executed</li><li>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">(? :)</code>&nbsp;(ternary) as a&nbsp;<strong>shorthand</strong>&nbsp;for&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">if...else</code></li></ul><h2><br></h2><h2><br></h2>

#### Page: if, else, else if
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/if-else-else-if/

<h2>if Statement</h2><p>Use <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">if</code> to specify a <strong>code block</strong> to be executed, if a specified condition is <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">true</code>.</p><h3><br></h3><h3>Syntax</h3><p><span style="color: rgb(0, 92, 197);">if</span> (<em>condition</em>) {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if the condition is true</em></p><p>}</p><p><br></p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html&gt;
&lt;body&gt;

&lt;h2&gt;If Statement&lt;/h2&gt;

&lt;script&gt;
let age = 20;

if (age &gt;= 18) {
&nbsp;&nbsp;document.write("You can vote");
}
&lt;/script&gt;

&lt;/body&gt;
&lt;/html&gt;
</pre><h2><br></h2><h2>else Statement</h2><p>Use <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">else</code> to specify a <strong>code block</strong> to be executed, if the same condition is <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">false</code>.</p><h3><br></h3><h3>Syntax</h3><p><span style="color: rgb(0, 92, 197);">if</span> (<em>condition</em>) {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if the condition is true</em></p><p>} <span style="color: rgb(0, 92, 197);">else</span> {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if the condition is false</em></p><p>}</p><p><br></p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html&gt;
&lt;body&gt;

&lt;h2&gt;If Else Statement&lt;/h2&gt;

&lt;script&gt;
let age = 16;

if (age &gt;= 18) {
&nbsp;&nbsp;document.write("You can vote");
} else {
&nbsp;&nbsp;document.write("You cannot vote");
}
&lt;/script&gt;

&lt;/body&gt;
&lt;/html&gt;
</pre><p><br></p><h2>else if Statement</h2><p>Use <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">else if</code> to specify a <strong>new condition</strong> to test, if the first condition is <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">false</code>.</p><h3><br></h3><h3>Syntax</h3><p><span style="color: rgb(0, 92, 197);">if</span> (<em>condition1</em>) {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if condition1 is true</em></p><p>} <span style="color: rgb(0, 92, 197);">else</span> <span style="color: rgb(0, 92, 197);">if</span> (<em>condition2</em>) {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if the condition1 is false and condition2 is true</em></p><p>} <span style="color: rgb(0, 92, 197);">else</span> {</p><p>&nbsp;&nbsp;<span style="color: slategray;">//</span><em style="color: slategray;"> code to execute if the condition1 is false and condition2 is false</em></p><p>}</p><pre class="ql-syntax" spellcheck="false">&lt;!DOCTYPE html&gt;
&lt;html&gt;
&lt;body&gt;

&lt;h2&gt;Else If Statement&lt;/h2&gt;

&lt;script&gt;
let marks = 75;

if (marks &gt;= 90) {
&nbsp;&nbsp;document.write("Grade A");
} else if (marks &gt;= 70) {
&nbsp;&nbsp;document.write("Grade B");
} else {
&nbsp;&nbsp;document.write("Grade C");
}
&lt;/script&gt;

&lt;/body&gt;
&lt;/html&gt;
</pre>

#### Page: switch Statement
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/switch-statement/

<h2>switch Statement</h2><p>Use <code style="background-color: rgba(222, 222, 222, 0.3); color: crimson;">switch</code> to specify many <strong>alternative code blocks</strong> to be executed.</p><h3><br></h3><h3>Syntax</h3><p><span style="color: rgb(0, 92, 197);">switch</span>(<em>expression</em>) {</p><p>&nbsp;&nbsp;<span style="color: rgb(0, 92, 197);">case</span> <em>x</em>:</p><p><em>&nbsp;&nbsp;&nbsp;&nbsp;</em><em style="color: slategray;">// code block</em></p><p>&nbsp;&nbsp;&nbsp;&nbsp;<span style="color: rgb(0, 92, 197);">break</span>;</p><p>&nbsp;&nbsp;<span style="color: rgb(0, 92, 197);">case</span> <em>y</em>:</p><p><em>&nbsp;&nbsp;&nbsp;&nbsp;</em><em style="color: slategray;">// code block</em></p><p>&nbsp;&nbsp;&nbsp;&nbsp;<span style="color: rgb(0, 92, 197);">break</span>;</p><p>&nbsp;&nbsp;<span style="color: rgb(0, 92, 197);">default</span>:</p><p>&nbsp;&nbsp;&nbsp;<span style="color: slategray;">// </span><em style="color: slategray;">code block</em></p><p>}</p><div class="bbx-html-sandbox-embed" data-html="PCFET0NUWVBFIGh0bWw+CjxodG1sPgo8Ym9keT4KCjxoMj5Td2l0Y2ggU3RhdGVtZW50PC9oMj4KCjwvYm9keT4KPC9odG1sPg==" data-css="" data-js="bGV0IGRheSA9ICJNb25kYXkiOwoKc3dpdGNoKGRheSkgewoKICAgIGNhc2UgIk1vbmRheSI6CiAgICAgICAgZG9jdW1lbnQud3JpdGUoIlN0YXJ0IG9mIHRoZSB3ZWVrIik7CiAgICAgICAgYnJlYWs7CgogICAgY2FzZSAiRnJpZGF5IjoKICAgICAgICBkb2N1bWVudC53cml0ZSgiV2Vla2VuZCBpcyBuZWFyIik7CiAgICAgICAgYnJlYWs7CgogICAgZGVmYXVsdDoKICAgICAgICBkb2N1bWVudC53cml0ZSgiTm9ybWFsIGRheSIpOwp9" contenteditable="false" style="cursor: pointer;"><svg viewBox="0 0 24 24" width="16" height="16" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" style="flex-shrink:0;margin-right:10px;"><polyline points="16 18 22 12 16 6"></polyline><polyline points="8 6 2 12 8 18"></polyline></svg><span class="bbx-sandbox-embed-label" style="flex:1;font-weight:600;">Switch Statement</span><span style="font-size:0.73rem;opacity:0.55;margin-left:12px;">HTML Sandbox — click to edit</span></div><pre class="ql-syntax" spellcheck="false">
</pre>

#### Page: Ternary Operator (? :)
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/ternary-operator/

<h2>Ternary Operator (? :)</h2><p>Use&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">(? :)</code>&nbsp;(ternary) as a&nbsp;<strong>shorthand</strong>&nbsp;for&nbsp;<code style="color: crimson; background-color: rgba(222, 222, 222, 0.3);">if...else</code>.</p><p><br></p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">condition ? valueIfTrue : valueIfFalse;
</pre><p><br></p><p><br></p><h3>Using if...else</h3><pre class="ql-syntax" spellcheck="false">let age = 20;

if (age &gt;= 18) {
  console.log("Adult");
} else {
  console.log("Minor");
}

</pre><h3>Using Ternary</h3><pre class="ql-syntax" spellcheck="false">let age = 20;

let result = age &gt;= 18 ? "Adult" : "Minor";

console.log(result);

</pre><p><strong>Output:</strong></p><pre class="ql-syntax" spellcheck="false">Adult
</pre><p><br></p><h3><br></h3><h3>Example</h3><p><em>condition</em>&nbsp;?&nbsp;<em>expression1</em>&nbsp;:&nbsp;<em>expression2</em></p>

### Section: Loops

<h1>Loops</h1><p>Repeat code multiple times.</p>

#### Page: for Loop
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/for-loop/

<p><br></p><h2>1. <code>for</code> Loop</h2><pre class="ql-syntax" spellcheck="false">
for(let i = 1; i &lt;= 5; i++){
    console.log(i);
}

</pre><h3>How it works</h3><p>A <code>for</code> loop has <strong>3 parts</strong>:</p><pre class="ql-syntax" spellcheck="false">
for(initialization; condition; increment)

</pre><p>In your example:</p><pre class="ql-syntax" spellcheck="false">
for(let i = 1; i &lt;= 5; i++)
</pre><p><br></p><p><img 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"></p><h3>Iteration-by-Iteration</h3><h4>First iteration</h4><pre class="ql-syntax" spellcheck="false">
i = 1
1 &lt;= 5  // true

</pre><p>Print:</p><pre class="ql-syntax" spellcheck="false">
console.log(1);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">1

</pre><p>Then:</p><pre class="ql-syntax" spellcheck="false">
i++;
</pre><p><br></p>

#### Page: while Loop
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/while-loop/

<h1><code>while</code> Loop</h1><pre class="ql-syntax" spellcheck="false">
let i = 1;

while(i &lt;= 5){
   console.log(i);
   i++;
}

</pre><h3>Structure</h3><pre class="ql-syntax" spellcheck="false">
while(condition){
   // code
}

</pre><p>The condition is checked <strong>before</strong> executing the loop body.</p><p>The <code>for</code> loop simply puts initialization, condition, and increment in one line.</p><p><br></p><p><strong>for</strong> → Use when you know how many times to loop.</p><p><strong>while</strong> → Use when looping depends on a condition.</p>

#### Page: do...while Loop
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/do-while-loop/

<pre class="ql-syntax" spellcheck="false">let i = 10;

do{
   console.log(i);
   i++;
}
while(i &lt;= 5);

</pre><h3>Structure</h3><pre class="ql-syntax" spellcheck="false">
do{
   // code
}
while(condition);

</pre><p>The important difference:</p><blockquote>The code runs first, then the condition is checked.</blockquote><p><br></p><p><br></p><h1><br></h1>

#### Page: Examples
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/examples/

<h1>1. <code style="background-color: rgb(240, 240, 240);">for</code> Loop (Known Number of Iterations)</h1><h3>Example 1: Display products on an e-commerce website</h3><pre class="ql-syntax" spellcheck="false">const products = ["Laptop", "Phone", "Watch"];

for(let i = 0; i &lt; products.length; i++){
    console.log(products[i]);
}

</pre><p><strong>Use case:</strong> Showing all products from a list.</p><p><br></p><h2>Step 1: Create an Array</h2><pre class="ql-syntax" spellcheck="false">const products = ["Laptop", "Phone", "Watch"];

</pre><p>This creates an array containing 3 items:</p><p><img src="data:image/png;base64,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"></p><p>Think of it like:</p><pre class="ql-syntax" spellcheck="false">products[0] = "Laptop"
products[1] = "Phone"
products[2] = "Watch"

</pre><h2>Step 2: Start the Loop</h2><pre class="ql-syntax" spellcheck="false">for(let i = 0; i &lt; products.length; i++)

</pre><h3>Initialization</h3><pre class="ql-syntax" spellcheck="false">let i = 0

</pre><p>Start from the first item.</p><p>Current value:</p><pre class="ql-syntax" spellcheck="false">i = 0

</pre><h3>Condition</h3><pre class="ql-syntax" spellcheck="false">i &lt; products.length

</pre><p>What is <code style="background-color: rgb(240, 240, 240);">products.length</code>?</p><pre class="ql-syntax" spellcheck="false">products.length

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">3

</pre><p>Because there are 3 items in the array.</p><p>So the condition becomes:</p><pre class="ql-syntax" spellcheck="false">i &lt; 3

</pre><h2>First Iteration</h2><p>Current value:</p><pre class="ql-syntax" spellcheck="false">i = 0

</pre><p>Check:</p><pre class="ql-syntax" spellcheck="false">0 &lt; 3

</pre><p>✅ True</p><p>Run:</p><pre class="ql-syntax" spellcheck="false">console.log(products[i]);

</pre><p>Which means:</p><pre class="ql-syntax" spellcheck="false">console.log(products[0]);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Laptop

</pre><p>Then:</p><pre class="ql-syntax" spellcheck="false">i++
</pre><p>we use:</p><pre class="ql-syntax" spellcheck="false">for(let i = 0; i &lt; products.length; i++)

</pre><p>because if you later add more products:</p><pre class="ql-syntax" spellcheck="false">const products = ["Laptop", "Phone", "Watch", "Tablet", "Camera"];

</pre><p><code style="background-color: rgb(240, 240, 240);">products.length</code> automatically becomes <code style="background-color: rgb(240, 240, 240);">5</code>, and the loop still works without changing the code.</p><p><br></p><h1>2. <code>while</code> Loop (Unknown Number of Iterations)</h1><h3>Example 1: Login System</h3><pre class="ql-syntax" spellcheck="false">
let password = "";

while(password !== "admin"){
    password = prompt("Enter Password");
}

</pre><p><strong>Use case:</strong> Keep asking until the correct password is entered.</p><p><br></p><h3>Comparing the Logic</h3><h4>while</h4><pre class="ql-syntax" spellcheck="false">
let password = "";

while(password !== "admin"){
    password = prompt("Enter Password");
}

</pre><p>Flow:</p><pre class="ql-syntax" spellcheck="false">Initialize password
      ↓
Check condition
      ↓
Ask password
      ↓
Check again

</pre><h4>do...while</h4><pre class="ql-syntax" spellcheck="false">
let password;

do{
    password = prompt("Enter Password");
}while(password !== "admin");

</pre><p>Flow:</p><pre class="ql-syntax" spellcheck="false">Ask password
      ↓
Check condition
      ↓
Ask again if wrong

</pre><p><br></p><h3>Simple Rule</h3><ul><li><code><strong>while</strong></code> → "Check first, then run."</li><li><code><strong>do...while</strong></code> → "Run first, then check."</li></ul><p><br></p>

### Section: Functions

<h1>Functions</h1><p>A <strong>function</strong> is a reusable block of code that performs a specific task.</p><p>Instead of writing the same code again and again, you write it once inside a function and call it whenever needed.</p><p><br></p><h2>Basic Function</h2><pre class="ql-syntax" spellcheck="false">
function greet(){
   console.log("Hello");
}

greet();
</pre><ul><li><code>function</code> → keyword to create a function</li><li><code>greet</code> → function name</li><li><code>{}</code> → function body</li></ul><p>At this point, nothing is printed.</p><p>The function is only stored in memory.</p><h4>Call the function</h4><pre class="ql-syntax" spellcheck="false">
greet();

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello

</pre><p>The code inside the function executes.</p><p><br></p><h1>Function with Parameters</h1><p>Parameters allow a function to receive data.</p><pre class="ql-syntax" spellcheck="false">
function greet(name){
   console.log("Hello " + name);
}

greet("John");
</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello John
</pre><h1>Multiple Parameters</h1><pre class="ql-syntax" spellcheck="false">
function introduce(name, age){
   console.log(name + " is " + age + " years old");
}

introduce("John", 25);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">John is 25 years old
</pre><p><br></p><h1>Return Value</h1><p>Sometimes a function should send a value back.</p><p>For that we use:</p><pre class="ql-syntax" spellcheck="false">
return

</pre><p>Example:</p><pre class="ql-syntax" spellcheck="false">
function add(a,b){
   return a+b;
}

console.log(add(5,3));
</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">8
</pre><h2>Why Return is Important</h2><p>Without return:</p><pre class="ql-syntax" spellcheck="false">
function add(a,b){
   a+b;
}

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
console.log(add(5,3));

</pre><p>Result:</p><pre class="ql-syntax" spellcheck="false">undefined

</pre><p>Because nothing was returned.</p>

#### Page: Function Expressions
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/function-expressions/

<h1>&nbsp;Function Expressions</h1><p>Functions can be stored in variables.</p><pre class="ql-syntax" spellcheck="false">
const greet = function(){
   console.log("Hello");
};

greet();
</pre><h3>Call Function</h3><pre class="ql-syntax" spellcheck="false">
greet();

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello
</pre><h2>Difference from Normal Function</h2><h3>Function Declaration</h3><pre class="ql-syntax" spellcheck="false">
function greet(){
   console.log("Hello");
}

</pre><h3>Function Expression</h3><pre class="ql-syntax" spellcheck="false">
const greet = function(){
   console.log("Hello");
};

</pre><p>Both work similarly.</p>

#### Page: Arrow Functions
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/arrow-functions/

<h1>Arrow Functions</h1><p>Arrow functions are a shorter way to write functions.</p><p>Traditional:</p><pre class="ql-syntax" spellcheck="false">
function greet(){
   console.log("Hello");
}

</pre><p>Arrow:</p><pre class="ql-syntax" spellcheck="false">
const greet = () =&gt; {
   console.log("Hello");
};

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello

</pre><h2>Syntax</h2><pre class="ql-syntax" spellcheck="false">
const functionName = () =&gt; {
   // code
};
</pre><h1>Single-Line Arrow Function</h1><p>Traditional:</p><pre class="ql-syntax" spellcheck="false">
function add(a,b){
   return a+b;
}

</pre><p>Arrow:</p><pre class="ql-syntax" spellcheck="false">
const add = (a,b) =&gt; a+b;

</pre><h3>What Happens?</h3><pre class="ql-syntax" spellcheck="false">
(a,b) =&gt; a+b

</pre><p>Automatically means:</p><pre class="ql-syntax" spellcheck="false">
(a,b) =&gt; {
   return a+b;
}

</pre><p><br></p>

### Section: Objects & Arrays

<p>how JavaScript stores, manages, and manipulates data.</p><p>Almost every JavaScript project uses:</p><ul><li>Objects → Store related data</li><li>Arrays → Store collections of data</li><li>Array Methods → Process and transform data</li></ul><p><br></p>

#### Page: Objects
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/objects/

<h1>Objects</h1><p>An object is a collection of key-value pairs.</p><pre class="ql-syntax" spellcheck="false">let person = {
    name: "John",
    age: 25,
    city: "London"
};

console.log(person);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">{
   name: "John",
   age: 25,
   city: "London"
}

</pre><h2>Why Objects?</h2><p>Without objects:</p><pre class="ql-syntax" spellcheck="false">let name = "John";
let age = 25;
let city = "London";

</pre><p>With objects:</p><pre class="ql-syntax" spellcheck="false">let person = {
   name: "John",
   age: 25,
   city: "London"
};

</pre><p>Everything related stays together.</p><p><br></p><h2>Accessing Properties</h2><h3>Dot Notation</h3><pre class="ql-syntax" spellcheck="false">console.log(person.name);
console.log(person.age);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">John
25

</pre><h3>Bracket Notation</h3><pre class="ql-syntax" spellcheck="false">console.log(person["name"]);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">John

</pre><p>Useful when property name is dynamic.</p><pre class="ql-syntax" spellcheck="false">let key = "age";

console.log(person[key]);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">25
</pre><h1>Updating Properties</h1><pre class="ql-syntax" spellcheck="false">person.age = 30;

console.log(person);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">{
   name: "John",
   age: 30,
   city: "London"
}

</pre><h1>Adding Properties</h1><pre class="ql-syntax" spellcheck="false">person.country = "UK";

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">{
   name: "John",
   age: 30,
   city: "London",
   country: "UK"
}

</pre><h1>Deleting Properties</h1><pre class="ql-syntax" spellcheck="false">delete person.city;

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">{
   name: "John",
   age: 30,
   country: "UK"
}

</pre><h1>Nested Objects</h1><p>Objects can contain objects.</p><pre class="ql-syntax" spellcheck="false">let user = {
   name: "John",
   address: {
      city: "London",
      zip: 12345
   }
};

console.log(user.address.city);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">London
</pre><h1>Object Methods</h1><p>Methods are functions inside objects.</p><pre class="ql-syntax" spellcheck="false">let person = {
   name: "John",

   greet: function() {
      console.log("Hello");
   }
};

person.greet();

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello
</pre><h1>Real Example</h1><pre class="ql-syntax" spellcheck="false">let calculator = {
   add(a,b){
      return a+b;
   },

   sub(a,b){
      return a-b;
   }
};

console.log(calculator.add(5,3));

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">8
</pre><h1><code>this</code> Keyword</h1><p><code>this</code> refers to the object that is calling the method.</p><pre class="ql-syntax" spellcheck="false">
let person = {
    name: "Jithu",

    greet() {
        console.log(this.name);
    }
};

person.greet();

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">
Jithu

</pre><h2>Without <code>this</code></h2><pre class="ql-syntax" spellcheck="false">
let person = {
    name: "Jithu",

    greet() {
        console.log(name);
    }
};

person.greet();

</pre><h2>❌ Error because <code>name</code> is not defined globally.</h2>

#### Page: Array
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/array/

<h1>&nbsp;Arrays</h1><p>An Array stores multiple values in a single variable.</p><pre class="ql-syntax" spellcheck="false">let fruits = ["Apple", "Orange", "Mango"];

</pre><h2>Access Elements</h2><pre class="ql-syntax" spellcheck="false">console.log(fruits[0]);
console.log(fruits[1]);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">Apple
Orange

</pre><h2>Change Value</h2><pre class="ql-syntax" spellcheck="false">fruits[1] = "Banana";

console.log(fruits);

</pre><h2>Array Length</h2><pre class="ql-syntax" spellcheck="false">console.log(fruits.length);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">3
</pre><p><br></p><h1>Basic Array Methods</h1><h2>push()</h2><p>Add item at end.</p><pre class="ql-syntax" spellcheck="false">let arr = [1, 2, 3];

arr.push(4);

console.log(arr);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">[1,2,3,4]

</pre><h2><br></h2><h2>pop()</h2><p>Remove last item.</p><pre class="ql-syntax" spellcheck="false">arr.pop();

console.log(arr);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">[1,2,3]

</pre><h2><br></h2><h2>unshift()</h2><p>Add at beginning.</p><pre class="ql-syntax" spellcheck="false">arr.unshift(0);

console.log(arr);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">[0,1,2,3]
</pre><h2><br></h2><h2>shift()</h2><p>Remove first element.</p><pre class="ql-syntax" spellcheck="false">arr.shift();

console.log(arr);

</pre><p><strong>Output</strong></p><pre class="ql-syntax" spellcheck="false">[1,2,3]
</pre><h2><br></h2><h1>1. forEach()</h1><h2>What is it?</h2><p><code>forEach()</code> is used to execute a function for every element in an array.</p><p>Think of it as:</p><blockquote>"Go through each item and do something."</blockquote><h2><br></h2><h2>Syntax</h2><pre class="ql-syntax" spellcheck="false">array.forEach((element, index, array) =&gt; {
    // code
});
</pre><h2><br></h2><h2>Example</h2><pre class="ql-syntax" spellcheck="false">numbers.forEach(num =&gt; {
    console.log(num);
});

</pre><h3>Output</h3><pre class="ql-syntax" spellcheck="false">1
2
3
4
5

</pre><h2><br></h2><h2>Example with Index</h2><pre class="ql-syntax" spellcheck="false">numbers.forEach((num, index) =&gt; {
    console.log(index, num);
});

</pre><h3>Output</h3><pre class="ql-syntax" spellcheck="false">0 1
1 2
2 3
3 4
4 5

</pre><h2><br></h2><h2>Important</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.forEach(num =&gt; num * 2);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">undefined

</pre><p>❌ forEach() does NOT return anything.</p><p><br></p><h1>2. map()</h1><h2>What is it?</h2><p><code>map()</code> creates a NEW array by transforming each element.</p><p>Think:</p><blockquote>"Take every item and convert it into something else."</blockquote><h2>Syntax</h2><pre class="ql-syntax" spellcheck="false">array.map((element) =&gt; {
    return something;
});
</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const doubled = numbers.map(num =&gt; num * 2);

console.log(doubled);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[2, 4, 6, 8, 10]

</pre><p>Original array:</p><pre class="ql-syntax" spellcheck="false">[1,2,3,4,5]

</pre><p>New array:</p><pre class="ql-syntax" spellcheck="false">[2,4,6,8,10]

</pre><p><br></p><h1>3. filter()</h1><h2>What is it?</h2><p><code>filter()</code> returns a NEW array containing only elements that pass a condition.</p><p>Think:</p><blockquote>"Keep only the items that match."</blockquote><h2>Syntax</h2><pre class="ql-syntax" spellcheck="false">array.filter(element =&gt; condition);

</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const even = numbers.filter(
    num =&gt; num % 2 === 0
);

console.log(even);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[2,4]
</pre><p><br></p><h2>Real World Example</h2><pre class="ql-syntax" spellcheck="false">const users = [
    {name:"Jithu", age:22},
    {name:"Rahul", age:17},
    {name:"Arun", age:25}
];

const adults = users.filter(
    user =&gt; user.age &gt;= 18
);

console.log(adults);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[
 {name:"Jithu", age:22},
 {name:"Arun", age:25}
]
</pre><p><br></p><h1>4. find()</h1><h2>What is it?</h2><p><code>find()</code> returns ONLY the first element that matches a condition.</p><p>Think:</p><blockquote>"Find the first matching item and stop."</blockquote><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.find(
    num =&gt; num &gt; 3
);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">4
</pre><p><br></p><h1>5. some()</h1><h2>What is it?</h2><p>Checks whether AT LEAST ONE element satisfies a condition.</p><p>Think:</p><blockquote>"Does any item match?"</blockquote><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.some(
    num =&gt; num &gt; 4
);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">true

</pre><p>Because 5 is greater than 4.</p><h2><br></h2><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.some(
    num =&gt; num &gt; 10
);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">false
</pre><p><br></p><h1>6. every()</h1><h2>What is it?</h2><p>Checks if ALL elements satisfy a condition.</p><p>Think:</p><blockquote>"Do all items match?"</blockquote><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.every(
    num =&gt; num &gt; 0
);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">true

</pre><h2>Example</h2><pre class="ql-syntax" spellcheck="false">const result = numbers.every(
    num =&gt; num &gt; 2
);

console.log(result);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">false
</pre><p><br></p><h1>7. reduce()</h1><h2>What is it?</h2><p><code>reduce()</code> converts an entire array into a single value.</p><p>Think:</p><blockquote>"Reduce many values into one."</blockquote><h2>Syntax</h2><pre class="ql-syntax" spellcheck="false">array.reduce(
    (accumulator, currentValue) =&gt; {},
    initialValue
);

</pre><h2>Example: Sum</h2><pre class="ql-syntax" spellcheck="false">const total = numbers.reduce(
    (acc, curr) =&gt; acc + curr,
    0
);

console.log(total);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">15

</pre><h2>Step-by-Step</h2><pre class="ql-syntax" spellcheck="false">[1,2,3,4,5]

</pre><p>Initial:</p><pre class="ql-syntax" spellcheck="false">acc = 0

</pre><p>Iteration 1:</p><pre class="ql-syntax" spellcheck="false">0 + 1 = 1

</pre><p>Iteration 2:</p><pre class="ql-syntax" spellcheck="false">1 + 2 = 3

</pre><p>Iteration 3:</p><pre class="ql-syntax" spellcheck="false">3 + 3 = 6

</pre><p>Iteration 4:</p><pre class="ql-syntax" spellcheck="false">6 + 4 = 10

</pre><p>Iteration 5:</p><pre class="ql-syntax" spellcheck="false">10 + 5 = 15

</pre><p>Final:</p><pre class="ql-syntax" spellcheck="false">15

</pre><h2>Real World Example</h2><p>Calculate total cart price.</p><pre class="ql-syntax" spellcheck="false">const cart = [
    {name:"Phone", price:30000},
    {name:"Mouse", price:500},
    {name:"Keyboard", price:2000}
];

const total = cart.reduce(
    (sum, item) =&gt; sum + item.price,
    0
);

console.log(total);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">32500

</pre><p><br></p><h1>8. sort()</h1><h2>What is it?</h2><p>Used to arrange array elements.</p><p>Think:</p><blockquote>"Put items in order."</blockquote><h1>Sorting Strings</h1><pre class="ql-syntax" spellcheck="false">const fruits = [
    "Orange",
    "Apple",
    "Banana"
];

fruits.sort();

console.log(fruits);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">["Apple","Banana","Orange"]

</pre><h1>Sorting Numbers</h1><h3>Wrong Way</h3><pre class="ql-syntax" spellcheck="false">const nums = [100, 5, 20, 1];

nums.sort();

console.log(nums);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[1,100,20,5]

</pre><p>Because JavaScript treats them as strings.</p><h3>Correct Way</h3><pre class="ql-syntax" spellcheck="false">nums.sort((a,b) =&gt; a - b);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[1,5,20,100]

</pre><h2>How It Works</h2><pre class="ql-syntax" spellcheck="false">(a,b) =&gt; a - b

</pre><p>If result is:</p><pre class="ql-syntax" spellcheck="false">Negative → a comes first
Positive → b comes first
0 → no change

</pre><h2>Descending Order</h2><pre class="ql-syntax" spellcheck="false">nums.sort((a,b) =&gt; b - a);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">[100,20,5,1]

</pre><p><br></p><h2>Sort by Age</h2><pre class="ql-syntax" spellcheck="false">
const users = [
    { name: "Jithu", age: 22 },
    { name: "Rahul", age: 18 },
    { name: "Arun", age: 25 }
];

users.sort((a, b) =&gt; a.age - b.age);

console.log(users);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
[
 {name:"Rahul", age:18},
 {name:"Jithu", age:22},
 {name:"Arun", age:25}
]
</pre><p><br></p>

### Section: Modern ES6+ JavaScript

<p>Write cleaner, shorter, and more modern JavaScript code.</p><p>ES6 (ECMAScript 2015) introduced many features that are heavily used in React, Node.js, and modern web development.</p><p><br></p><p><br></p>

#### Page: Template Literals
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/template-literals/

<h1>Template Literals</h1><h2>What is it?</h2><p>Template literals allow you to embed variables directly inside strings.</p><p>Before ES6:</p><pre class="ql-syntax" spellcheck="false">
const name = "Jithu";
const age = 22;

console.log(
    "My name is " + name + " and I am " + age + " years old."
);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
My name is Jithu and I am 22 years old.

</pre><h2>ES6 Way</h2><p>Use backticks (`)</p><pre class="ql-syntax" spellcheck="false">
const name = "Jithu";
const age = 22;

console.log(
    `My name is ${name} and I am ${age} years old.`
);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
My name is Jithu and I am 22 years old.

</pre><h2>Multiple Lines</h2><p>Before ES6:</p><pre class="ql-syntax" spellcheck="false">
const text =
"Hello\n" +
"World";

</pre><p>After ES6:</p><pre class="ql-syntax" spellcheck="false">
const text = `
Hello
World
`;

console.log(text);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Hello
World
</pre><h2>Expression Inside Template Literal</h2><pre class="ql-syntax" spellcheck="false">
const a = 10;
const b = 20;

console.log(`Sum = ${a + b}`);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Sum = 30

</pre><p><br></p>

#### Page: Destructuring
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/destructuring/

<h1>Destructuring</h1><h3><br></h3><h3>What is it?</h3><p>Extract values from arrays or objects into variables.</p><h1><br></h1><h1>Array Destructuring</h1><p>Without Destructuring</p><pre class="ql-syntax" spellcheck="false">
const colors = ["red", "green", "blue"];

const first = colors[0];
const second = colors[1];

</pre><p>With Destructuring</p><pre class="ql-syntax" spellcheck="false">
const colors = ["red", "green", "blue"];

const [first, second] = colors;

console.log(first);
console.log(second);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
red
green

</pre><h2>Skip Values</h2><pre class="ql-syntax" spellcheck="false">
const colors = ["red", "green", "blue"];

const [first, , third] = colors;

console.log(third);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
blue
</pre><p><br></p><h1>Object Destructuring</h1><pre class="ql-syntax" spellcheck="false">
const user = {
    name: "Jithu",
    age: 22,
    city: "Trivandrum"
};

const { name, age } = user;

console.log(name);
console.log(age);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Jithu
22
</pre><p><br></p><h2>Rename Variables</h2><pre class="ql-syntax" spellcheck="false">
const user = {
    name: "Jithu"
};

const { name: userName } = user;

console.log(userName);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
Jithu
</pre><p><br></p>

#### Page: Spread Operator (...)
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/spread-operator/

<h1>Spread Operator (...)</h1><h2>What is it?</h2><p>Spread breaks an array or object into individual values.</p><p>Think:</p><pre class="ql-syntax" spellcheck="false">
...

</pre><p>means</p><blockquote>"Spread everything out."</blockquote><h1>Array Example</h1><pre class="ql-syntax" spellcheck="false">
const nums = [1, 2, 3];

console.log(...nums);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
1 2 3

</pre><h2>Copy Array</h2><pre class="ql-syntax" spellcheck="false">
const nums = [1, 2, 3];

const copy = [...nums];

console.log(copy);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
[1,2,3]

</pre><h2><br></h2><h2>Merge Arrays</h2><pre class="ql-syntax" spellcheck="false">
const arr1 = [1, 2];
const arr2 = [3, 4];

const merged = [...arr1, ...arr2];

console.log(merged);

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">
[1,2,3,4]

</pre><p><br></p>

### Section: DOM Mastery

<h2>What is DOM?</h2><p>DOM = <strong>Document Object Model</strong></p><p>When the browser loads an HTML page, it converts the HTML into a tree-like structure called the DOM.</p><h3>HTML</h3><pre class="ql-syntax" spellcheck="false">&lt;body&gt;
    &lt;h1&gt;Hello&lt;/h1&gt;
    &lt;p&gt;Welcome&lt;/p&gt;
&lt;/body&gt;

</pre><h3>DOM Tree</h3><pre class="ql-syntax" spellcheck="false">Document
│
└── html
    │
    ├── head
    │
    └── body
         │
         ├── h1
         │    └── "Hello"
         │
         └── p
              └── "Welcome"

</pre><p>JavaScript can access and modify any node in this tree.</p><p><br></p><p>Without DOM, JavaScript cannot:</p><ul><li>Change text</li><li>Change images</li><li>Open menus</li><li>Create cards</li><li>Build sliders</li><li>Build modals</li><li>Build shopping carts</li></ul><p>Almost every frontend website uses DOM.</p>

#### Page: Selecting Elements
URL: https://inside.blackboxlearning.in/docs/view/javascript/p/selecting-elements/

<h1>querySelector()</h1><p>Used to select ONE element.</p><p>It always returns the first matching element.</p><h3>Real World Usage</h3><p>Suppose you have:</p><pre class="ql-syntax" spellcheck="false">
&lt;button class="menu-btn"&gt;
    Menu
&lt;/button&gt;

</pre><p>When user clicks menu button:</p><pre class="ql-syntax" spellcheck="false">
const menuBtn =
document.querySelector(".menu-btn");

</pre><p>Now JavaScript can control it.</p><p><br></p><h1>querySelectorAll()</h1><p>Used when multiple elements need to be selected.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
&lt;div class="card"&gt;&lt;/div&gt;
&lt;div class="card"&gt;&lt;/div&gt;
&lt;div class="card"&gt;&lt;/div&gt;


const cards =
document.querySelectorAll(".card");

</pre><p>Now all cards are selected.</p><p><br></p><h1>getElementById()</h1><p>Used to select an element by ID.</p><p>IDs should be unique.</p><p>Example:</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 id="hero-title"&gt;
    Welcome
&lt;/h1&gt;


const title =
document.getElementById("hero-title");
</pre><p><br></p><pre class="ql-syntax" spellcheck="false">const heading = document.getElementById("title");

const headings = [
"Welcome",
"Learn JavaScript",
"Become a Frontend Developer"
];

let index = 0;

setInterval(() =&gt; {
heading.textContent = headings[index];
index = (index + 1) % headings.length;
}, 3000);
</pre><p><br></p><h2>2. querySelector()</h2><p>Selects the first matching element.</p><h3>HTML</h3><pre class="ql-syntax" spellcheck="false">
&lt;p class="text"&gt;Paragraph 1&lt;/p&gt;
&lt;p class="text"&gt;Paragraph 2&lt;/p&gt;

</pre><h3>JavaScript</h3><pre class="ql-syntax" spellcheck="false">
const para = document.querySelector(".text");

console.log(para);

</pre><h3>Output</h3><pre class="ql-syntax" spellcheck="false">
&lt;p class="text"&gt;Paragraph 1&lt;/p&gt;

</pre><p>Only the first match is selected.</p><p><br></p><h3>Using Tag Name</h3><pre class="ql-syntax" spellcheck="false">
const heading = document.querySelector("h1");

</pre><h3>Using ID</h3><pre class="ql-syntax" spellcheck="false">
const heading = document.querySelector("#title");

</pre><h3>Using Class</h3><pre class="ql-syntax" spellcheck="false">
const heading = document.querySelector(".box");
</pre><p><br></p><h2>3. querySelectorAll()</h2><p>Selects all matching elements.</p><h3>HTML</h3><pre class="ql-syntax" spellcheck="false">
&lt;li&gt;Apple&lt;/li&gt;
&lt;li&gt;Orange&lt;/li&gt;
&lt;li&gt;Banana&lt;/li&gt;

</pre><h3>JavaScript</h3><pre class="ql-syntax" spellcheck="false">
const items = document.querySelectorAll("li");

console.log(items);
</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Apple
Orange
Banana
</pre><p><br></p><h1>4. textContent</h1><p>Used to read or change text.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
&lt;h1 id="title"&gt;
    Hello
&lt;/h1&gt;

</pre><p>Read:</p><pre class="ql-syntax" spellcheck="false">
title.textContent

</pre><p>Output:</p><pre class="ql-syntax" spellcheck="false">Hello

</pre><h3>Change Text</h3><pre class="ql-syntax" spellcheck="false">
title.textContent =
"Welcome";

</pre><p><br></p><h1>5. innerHTML</h1><p>Used to read or insert HTML.</p><h3>Example</h3><pre class="ql-syntax" spellcheck="false">
&lt;div id="box"&gt;
&lt;/div&gt;


box.innerHTML =
"&lt;h2&gt;Hello&lt;/h2&gt;";

</pre><p>Result:</p><pre class="ql-syntax" spellcheck="false">
&lt;div id="box"&gt;
    &lt;h2&gt;Hello&lt;/h2&gt;
&lt;/div&gt;
</pre><p><br></p><h1>1. classList.add()</h1><p>Adds a class to an element.</p><h3>Syntax</h3><pre class="ql-syntax" spellcheck="false">
element.classList.add("classname");

</pre><h3>Example</h3><p>HTML</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 id="title"&gt;
    Hello
&lt;/h1&gt;

</pre><p>CSS</p><pre class="ql-syntax" spellcheck="false">
.active{
    color:red;
}

</pre><p>JavaScript</p><pre class="ql-syntax" spellcheck="false">
const title =
document.getElementById("title");

title.classList.add("active");

</pre><p>Result</p><pre class="ql-syntax" spellcheck="false">
&lt;h1 id="title" class="active"&gt;
    Hello
&lt;/h1&gt;

</pre><p>Text becomes red.</p><h2><br></h2><h2>Real World Usage</h2><h3>Open Mobile Menu</h3><p>Before</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="menu"&gt;

</pre><p>After</p><pre class="ql-syntax" spellcheck="false">
&lt;div class="menu active"&gt;


menu.classList.add("active");

</pre><p>Menu becomes visible.</p>


---
