Ctrl+N | Opens a new window. |
Ctrl+T | Opens a new tab. |
Ctrl+Shift+N | Opens a new window in incognito mode. |
Press Ctrl+O, then select file. | Opens a file from your computer in Google Chrome. |
Press Ctrl and click a link. Or click a link with your middle mouse button (or mousewheel). | Opens the link in a new tab in the background . |
Press Ctrl+Shift and click a link. Or press Shift and click a link with your middle mouse button (or mousewheel). | Opens the link in a new tab and switches to the newly opened tab. |
Press Shift and click a link. | Opens the link in a new window. |
Ctrl+Shift+T | Reopens the last tab you've closed. Google Chrome remembers the last 10 tabs you've closed. |
Drag a link to a tab. | Opens the link in the tab. |
Drag a link to a blank area on the tab strip. | Opens the link in a new tab. |
Drag a tab out of the tab strip. | Opens the tab in a new window. |
Drag a tab out of the tab strip and into an existing window. | Opens the tab in the existing window. |
Press Esc while dragging a tab. | Returns the tab to its original position. |
Ctrl+1 through Ctrl+8 | Switches to the tab at the specified position number on the tab strip. |
Ctrl+9 | Switches to the last tab. |
Ctrl+Tab or Ctrl+PgDown | Switches to the next tab. |
Ctrl+Shift+Tab or Ctrl+PgUp | Switches to the previous tab. |
Alt+F4 or Ctrl + Shift + W | Closes the current window. |
Ctrl+W or Ctrl+F4 | Closes the current tab or pop-up. |
Click a tab with your middle mouse button (or mousewheel). | Closes the tab you clicked. |
Right-click, or click and hold either the Back or Forward arrow in the browser toolbar. | Displays your browsing history in the tab. |
Press Backspace, or Alt and the left arrow together. | Goes to the previous page in your browsing history for the tab. |
Press Shift+Backspace, or Alt and the right arrow together. | Goes to the next page in your browsing history for the tab. |
Press Ctrl and click either the Back arrow, Forward arrow, or Go button in the toolbar. Or click either button with your middle mouse button (or mousewheel). | Opens the button destination in a new tab in the background. |
Double-click the blank area on the tab strip. | Maximizes or minimizes the window. |
Alt+Home | Opens your homepage in your current window. |
This blog can be useful to every one and Especially students to gain the Knowledge, achieve their goals,education and suggestions from experts
Tuesday, 11 August 2015
Google Chrome Shortcut keys
Mozilla Firefox shortcut keys
Mozilla Firefox shortcut keys![Firefox](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tZ3iyT30MO7d3XdkH8KIleeZQZ-0AeehKVunTC_2_hWbe0Duf6mTNWHgdKQk92lNJ7V-lU0Trxe_C3WF8BenkCW3uX5Nlw-vofNAvlxA=s0-d)
Shortcut Keys | Description |
---|---|
F5 | refresh current page, frame, or tab. |
F11 | Display the current website in full screen mode. Pressing F11 again will exit this mode. |
Esc | Stop page or download from loading. |
Spacebar | Moves down a page at a time. |
Alt + Home | Open your homepage. |
Alt + Down arrow | Display all previous text entered in a text box and available options on drop down menu. |
Alt + Left Arrow | Back a page. |
Alt + Right Arrow | Forward a page. |
Ctrl + (- or +) | Increase or decrease the font size, pressing '-' will decrease and '+' will increase. Ctrl + 0 will reset back to default. |
Ctrl + D | Add a Bookmarkfor the page currently opened. |
Ctrl + F | Access the Find option, to search for any text on the currently open web page. |
Ctrl + H | View browsing history. |
Ctrl + I | Display available bookmarks. |
Ctrl + J | Display the download window. |
Ctrl + K or Ctrl + E | Move the cursor to the search box. |
Ctrl + N | Open New browser window. |
Ctrl + O | Access the Open File window to open a file in Firefox. |
Ctrl + P | Print current page or frame |
Ctrl + T | Opens a new tab. |
Ctrl + F4 or Ctrl + W | Closes the currently selected tab. |
Ctrl + F5 | Refresh the page, ignoring the Internet cache (force full refresh). |
Ctrl + Enter | Quickly complete an address. For example, type computerhope in the address bar and press CTRL + ENTER to get http://www.computerhope.com. |
Ctrl + Tab | Moves through each of the open tabs. |
Ctrl + Shift + Del | Open the Clear Data window to quickly clear private data. |
Ctrl + Shift + | Open the Bookmarks window, to view all bookmarks in Firefox. |
Ctrl + Shift + P | Open a new private browsing window. |
Ctrl + Shift + T | Undo the close of a window. |
Ctrl + Shift + W | Close the Firefox browser window. |
Shift + Spacebar | Moves up a page at a time. |
Facebook Shortcut keys
Win & Chrome | Win & Firefox | Win & IE | OSX & Firefox | OSX & Other |
---|---|---|---|---|
Alt | Alt + Shift | Alt | Function + Ctrl | Option + Ctrl |
M | Open a new message * |
? | Go to the Facebook Search |
1 | Home (News Feed) |
2 | Your profile page |
3 | Friend requests |
4 | Messages |
5 | Notifications |
6 | Your Account Settings |
7 | Your Privacy Settings |
8 | Go to the Facebook page |
9 | View Facebook Statements and Rights agreement |
0 | Open Facebook help center |
Friday, 5 June 2015
Friday, 17 April 2015
JNTUH CSE(2-2) JAVA LAB MANUAL
BY KOMAKULA RAMESH
Week :..1.....CALCULATOR PROGRAM:
import javax.swing.*;
import java.awt.*;
import java.awt.event.*;
public class calci extends JFrame implements ActionListener
{
JLabel l1,l2,l3;
JTextField t1,t2,t3;
JButton b1,b2,b3,b4,b5,b6;
calci()
{
Container c=getContentPane();
GridLayout grid=new GridLayout(6,4,0,0);
c.setLayout(grid);
l1=new JLabel("FIRST NO:");
add(l1);
t1=new JTextField(15);
add(t1);
l2=new JLabel("SECOND NO:");
add(l2);
t2=new JTextField(15);
add(t2);
l3=new JLabel("RESULT:");
add(l3);
t3=new JTextField(15);
add(t3);
b1=new JButton("ADD");
add(b1);
b1.addActionListener(this);
b2=new JButton("SUB");
add(b2);
b2.addActionListener(this);
b3=new JButton("MUL");
add(b3);
b3.addActionListener(this);
b4=new JButton("DIV");
add(b4);
b4.addActionListener(this);
b5=new JButton("MOD");
add(b5);
b5.addActionListener(this);
b6=new JButton("CLEAR");
add(b6);
b6.addActionListener(this);
c.add(l1);
c.add(t1);
c.add(l2);
c.add(t2);
c.add(l3);
c.add(t3);
c.add(b1);
c.add(b2);
c.add(b3);
c.add(b4);
c.add(b5);
c.add(b6);
}
public void actionPerformed(ActionEvent ae)
{
if(ae.getSource()==b1)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double Sum=x+y;
t3.setText(""+Sum);
}
if(ae.getSource()==b2)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double Sub=x-y;
t3.setText(""+Sub);
}
if(ae.getSource()==b3)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double mul=x*y;
t3.setText(""+mul);
}
if(ae.getSource()==b4)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double div=x/y;
t3.setText(""+div);
}
if(ae.getSource()==b5)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double rem=x%y;
t3.setText(""+rem);
}
if(ae.getSource()==b6)
{
t1.setText("");
t2.setText("");
t3.setText("");
}
}
public static void main(String args[])
{
calci calc=new calci();
calc.setSize(200,200);
calc.setVisible(true);
}
}
OUTPUT:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMkAAADPCAYAAABfn/UYAAAABHNCSVQICAgIfAhkiAAAIABJREFUeF7tfQt4FNd59rsrAe6TtPnTS7hKSEJckrR9XCJzE6hgIWwT8qTFBMQdQ7GxQ/L4HhcbY4yT2olDnd8kIKtgCRuMbeL0EpsEIZCFBbFLXPdv0oeLWC0Sfto8bf78cRMbkLT7f9+ZObuzs7OzM6vd2VnpHHvQzrl85zvvd75zmcs7gVcOvh1FhP6n/7S/UQQRAIIB8TdKPwNRxP4G6CQQpLgAJVBiNEqJeggEimK/tXiSSYHz8sG1sCyWwYHz8MHlRD0yn4ijg7MFNBkiH+nJIRLR4iJ6GdbYLoj2UJC5+vTyHMf1RrkdWhaRrz/eJHHOJWU7+W+Q8dB1N8azPjJwfMQolBL6CQGRP1Acz2j8xZjqIUJ5OQicKYj69PYGhf50sCj6VaS3T9hJ10vgrednvViaVCcQ6RcyZZB1JERyfmEHzXYJ+Ukgx0v8ZZoZNlPz4yKMQBkESztJTGNyGTMKbD/N8vG2GIo7/klIps4rMCNN6AiSD3A7i/t7ryLS30cdg8xC4AtgSASLKQpS56C/fB7R4wVoemFhCNEA7a/RoKxFHOS4ThxXTK2NRjVDaXnYSTSF4kbRnYM00DplPzmH1jijk5AgQk93Tq0/GSrT3MLsJP16R+KGafoHCXySQ1YVHUo3Ssz59HNEGTzSk3TnPFqnZ6x00GU+HRd2Pg6yT3AZITthMNGwjitN54yP3lYUaTLkOWMflGn0l9tWRPVx0MeeuP4ULToz68Baimw0UOlOIu0l6zbbT8YHqR8YQ5AVNIRY+xJiBZyJ+ehMlKQCiRJMBfVTmUfCKorqaWbZRgk6HCLKWFbalSeA2G9jQfodFP07SH2/CEVFxdS1ilA84ucXTNnUqUJAISAR+OVnJ0PM+9Mqr1eoKASygkDPGzuyIsdLISULt1pW907ne7yEcjTrWQpQkQqBoYAAb0WcLA2HAhaqjQoBSwT6lJNY4qIiFQIxBPhilppJVIdQCNggwFd1lZPYAKSSFAKMQIq7WsngXP5YBO/T8cEw/Z5AchbLmN/rDWDsb4MYR4cK/kVg/s6VjpQ7du8BR/kGSya+n+LYSbqv68VnPzMKZWNH0p1I6w7f399PN2Did935pl/4/V/g5//2n+QkIwYLbqodHiEw4wc/EDX95C//MqHGVPG5Usuxk/x39CpG/cEnMGLEiNijElIp9rYrV66g7/33MLx8WsxROJ7LvBm9RFmVk+TKiNmSm26WcDrbZEsfdg52CD6ko3jtINyHracEi1Ze6+0Vt/L54BlCHjx7fPTRR7h6eg/6Xr8fvZRPpsn8XFYFhUAmCBidw2sHkfo6dpKr13rBDmF0EP794Ycf4qOO7yHyznMouu0IPuzswLVr1xKciMuqoBDIFAHjcsu89MpUpptyLpxE6/jsKPJgZ7jy0xcRPfUd9K1/E1c7nkX0nzYLB5F5+PdVyqeCQiBTBOQMwuWNvzOV56YcP/TpeE9y9erVWMeXlbAjBFq3YcSDF3H1mxNE9HD6zfHGPFwWw92opvJKBNLtA9LtIwodSfMSy7xHyXX7XDrJtSQn6evrA/5XGX79619jBD1yX/y1MDiO9yh8leu6664TZa5epZlEOUmu7Tlg+ekccsAVuBRgdhAubrWZdynWVXZXTnLlWnwmYUf4zW9+IyoLLHkVw5trcaX6fkQ++ADDhg3Ds99vxx/83u9g+fwqsZHnsipkhoBXM4VX9bhBIdX+I1W8G9lO87pzEloyGfcaj+w9gmKaLT72O8PxP1fvoY17FJ/49xP43KQS3L10Hu7b9Rq95vNT/MWsT+MKL7dUUAgUKAIu9iTx5RYvob555xfxs67/iL2Vd62X9yEBTCn9FD6gGWV4sfZSaWy5VaAAKbWHNgL8XqcLJ4kvt3gK4iXX37f/K3792yux130/8bHrcP2EOjy6/8f4dNkoLLvxz8SyTGzcVVAIFCgCzp2ELuPyfoM35Hx3nWeIe79Uk9RsdoiHV9Xi4x//uHh8hfck6hJwEkwqokAQYPIRF07Si+LiYvFIypnO/0Tn+7/Ef/zyg5RNfWT1fOEkXEbdTEwJk0rwOQKuNu6/GxyGf/7Xf0fNjM9h9h+XicMuyHslXIbLqjA0EEj1vnihtp6prRzPJJ8fPQmv//hf8OzhVlftrfjd3weXVUEhUKgIOHaS+dTR+VBBITCUEODlluNnt4YSMKqtCgEjAspJVH9QCNggwHsS5SQ2AKkkhQCRnionUd1AIWCHAM8iaiaxQ0ilDXkE1Ewy5LuAAiAdAkFi9be9BBz6BRM4qKAQGNwIVIwcn7KBjiiF/vjLc1MKUAnZR+Dpv3s1+0KVREsE7v+rL+Fn322zTDNG2s4kaUurDDlB4OsP3J4TuUpoHIFf/epX+OQnP5kWkmLxxTcVFAJDEAGnM/bHRwxXTjIE+4dqsgsE1EziAiyVdegioJZbQ9f2quUOEGBeB+UkDoBSWYYuAvx1Y+UkQ9f+quUOEVBO4hAolW1oIhCNOmBLiZ56Egu2Jb6NWLv9KL6Gp0S8+F3yMjata0TI9N2Sig370FBfEkPXLEuUnXkZL29ah72hZH+NVGxA055lKNG/Xh/tOSTq6azcGIvvOXQHKAobm/agviQg6jr1ZC22tcblmfUoOHOHm7BicQib3n0cknoj3LQCS3adjzUlElmIZwzpBddGHyvs+GYid+iHZmmdkNsTPZXcKmNn1DrvEzhUrXVe0cG3tqBiYxOo3wvHaNz6FGqOfQ31Da2oFzI1hzTXlVRT5wl0XF5GTpGUIhxka0tlzGk0x1qH2vAOtD40K7mA32PaH0XVvW8Q+9PCBE27Q2excOe7eDyZsMbvLSoo/Vx9n8Rty8aVlhNbSgjhnuSSgUCJcIzW1ocwS58lknOljqmsBBoPnE7KwA7R3AJUbnwkNqsESurxyEYq0NKMQz30fRVyxLq6Ojx5yt1n7ZIq8yCi/dGpmHp3Jzbv3IwpCfWFEeqcgopSD5QY4lXk9PXd0+0tRItagTI52o8rRTkBHtq7HnccsvAcN8aYNw91Le04RR8UMobLHSfQiUrMqx6XED+ueh7FduJEx2U3teQ9b83j7+Lddw9iXZIzdCN09ix2LalCVZV2PNqed3UHpQLRgItLwK3bFogRuPaOQ+gxdU6JDjsA5+GD9wR1O+L7hEBgFr7WtBEVdN2Z89XWPpnUyZ2jXI2VG7vQ/LL7Th+Y9RBaWloSlo7O6/VJznCIXH4KNh8+gzNn+DiMij0r0BT2iX6DSA1Xyy3eJ3Dnam2oj22kzVjwnuTo0e2oFZ+Lq0XNzMQcvPRpaG3Fvg0VtBRrxdb5m8QSKJPAswNNDRjgnJRJ1fkvU7YOB3mGKZOqlKGi8ixC3flXbbBpwL0z+ZLSAFspZowddZoTPJW8b2DxJfUNOLq9NuWexYkK7HBryxvRfCKeO9WyKtUyzEk9Ko9CIOtOIiCduRIbKiKxzTJH8dUu44b5cndX4p4lA1vMrKlDKBSKlRSOUwd0NtJVNX2G4s38E42dQN1asZkvpI17SkjoitfUFU0IxzLwRn4R5qsrXSkhG0iC40vAbirhq1fLqLfupfsofBWqni698uyxPUz3L2hvI++6VG7cF7sK5UZ+LK9wxhawD8gw66FW7ADVs34B9uqRfNm51ep6cUaV+qBQzeN4LUT3Sap2CWUikUn46msHY/dQfKDhoFEhQo+lBF57cG90WuX1lo3i13fVm4mW0OQskt9zUC9d5QzemOCHv/WcwPnkEz9Aqtd33+l8D9c+U5L9PUnum6dqUAh4hwB/Izc3exLv2qBqUgjkFIEIeYlykpxCrIQXOgL0jIZykkI3otI/9wiomST3GKsaChwB5SQFbkClfu4RyMl9ktyrPbhrYE4op5Q3gxuJ/LfOEYNj/tUcWhowqyCTpql7JT6xe4A+jusTVZQaOgJqBvGuK/CAlC7w1S3lJOlQykO6mkVyD7pTmtMAitQl4NybQ9XgRwTczNjq6pYfLah08g0COX191zetVIooBAaIgJpJBgigKj74EVBOMvhtrFo4AARcveM+gHpUUYVAQSOgZpKCNp9S3gsEHN8nsaIoZUZHST1qpDhlvi072lEzQ6MdLWk6atNlSKZYZaaWHcQMaSa+SyfLdzSpOnsjdwRFY+qFOyTX4fjqVoyiVFAG7RMkDy1EUWokh2M6IaYcErRDrQ0a6UK0B4fuINrRro3Yd1SjJGI6oZatcSohSUu6YZ+WfnTfBqJnJFrSJ008qoLaNLkRMkbWz/ptrGwhuqJE/RJK2shyrE9qVbKTwvy/dwM7Ba/WGbz21U7crRjosoOtSymul1uuKEpPHxBE2HVr46TXTAgRcyIHtKSyPamoTc3tlSQUzOvVbs1ohFSyfEWTKri14gTZZXMXYMoPj6Hd3GB1nlMEokR/7cxJMqQoTUcblIoPy5I/KwW1qSVCJUTWRgR5Xd0ppp4UslzpY1lx7iLDbUdxdtF8xYiSO4hTSnbkJE4oSo0Up5IKtSfMXD/lKE2k5k2pjH2CC2pT3ak7rdi6RSUuZJmU8pwmlZddU6di8f8GvrpeEWvZ95Hsp7q6BJyOojRhT6JToZaUVZLWXUg1oLttkmNq08vdVCuxy8fYupNrciwruai3MWLZxcTZmxBarPh+vQVfq83RTGJUzA1Fqd3nF1im5bKK4lMte6yoTe1AK7eZwqxkudXHru7sp9Vg/iLF95t9XNNLdOQkGVOU6nSnLc0vx5jojbKc0JKam2CmNjWn8/npA/Q1LNQlEXab85plOdHHM5rUJCrTdhz7ofomidmGuT53/GaiHUUpXeUVQexJJK8onWv3QojudE8T6BtuWL8gnmi8T+KaltSC2tRcfyRSZ3mfJAlQC1mu9UkSmqWIFFSmcSb5LNWjxKRBgIhOFc1pGow8TlY0p94A7pTm9P9VjnJ4CdgbvVUtCgHfIZCT75P4rpVKIYXAABFwtHEfYB2quEKgoBFQTlLQ5lPK5xoBxw845loRJV8h4FcEArQpUTOJX62j9PINAo7fJ/GNxkNAEUVz6h8j83JLOYl/7CE0UTSn/jKIchJ/2UNo44Y0zYfqF5RKTmhOA4iomcSPVlU0p7m3ilOaU9ZEbdxzbw9Vgw8RcDpjFwcDykl8aD+lko8QKC5ShNk+ModSxY8IBNV9Ej+aRenkJwSKioJqueUngyhd/IhARDmJH82idPIXAurqlr/sobTxGQJFTu64W9GYcjuYHaWhvsQRzWk6ilTiRBWyOPA78OsaIWhSl407jafmb0VL3Q60PjQrBl+U3hl+mV4JZuI7c4hUbEDTnjgZnjm9MM/DaFqxGKFN7+JxnVUo3LQCS3adjzUnNQ1qOx6dejfeCAYRmbQZrx1ch7LCBCEvWjt+x521k07Bv7WO/AQOVVNH1lU3phtbE6NI3dgE6ruiczcSRWoNcfXOzLDZkkWynspLBzTzC2co2pfFwk1bsOt8EAsN2nWHzmLhzrjTWCvOzkVcqc+8izPkXOxYix+twLvS06wLqVgDAhk/BZyOKigVyq4oUlMJcRDvGaOJA10GnIXI6bYcrcTCSRGDqDBCnU6YU7oROrsI8/XZR1GlurcGTcCZbdxPt7cQy3kFbLjf4tpkSJHqvjmDsQTNBFuOYsE31qMioXnc+c9i15IqVFVphyWXdjiEzikVKJVlyypQSWRLofBgxCo3bRo+zMXNRCON6bZWIsHesUcwx8tgRXPKaU4oUrPdPM+pSLPdAF0eL7OOLvgGkmiEuPNjCjYf1hjnz5w5jIo9FuyO3SGczZFuQ0VsgKaS5J1vitbznuPo0e2oJSJq/v5HjWlDYUVzKkWlo0hNUeXQjhbLrAX4RpKHECyC+vSgwXmIILzSgt2xtIJcSYWBIBClVa5jJ+GKxKywow78WYOtT6X4roGNRkkUqfpSLLlItki2kyUXSgyzyJ8/vwtLxHJqidi4v3FvFVY0hZ03gZdXZ0PoliXEDFSJijLnIoZ6zt6+XndOIgDTqUvR0oxDPcxKZB/sKVJLwJzanY0HxAeB+NJuxwlioq8sg3ZB2F52qtTBsHEvW3dQfLxHOw5jM23cF+48g4M8syRRoPJGPr5Bj+NSioopP8Qe3bHU5xtS9ZjU8f39GbxPIj+Ss3dbKxoPnMaylVoF1jSnAdhRpIJcYdmeHQjTvZBtC1qFII2iVLvPQX4jQrB1G+q0ZHGe6nKzlnsI/JuCAlVcxOJPNSwOYZP4AFAZ1h18BqGpi1G1S94nUZ9vcNNDIrS9UDSnbhDzIK+iOfUAZKrCKc1pYMrIDJZb3rRB1aIQ8AcC9FiKq427P7RWWigEvEMgEHBxn8Q7tVRNCgF/IaBmEn/ZQ2njMwQi6s1En1lEqeM7BFx9WNR32iuFFAIeINBPt9wVg6MHQLutQtGcukUsd/ldvU+SOzWUZCMCiubUX/0hQne0084kTkm8/NU0pY1CwBkCN+OP0mZM6yQs4Y51+rMnacWpDANBoKHpgCiu8B4Iis7LSrztSwTTzyQsoJi4h1TwDgGFt3dYO6nJ0UxSXBR/ucqJUJVnYAgovAeGX7ZLO3KSYWomyTbutvIU3rbweJ7oyEnUyOatXRTe3uJtVxvzNzp0ErUnsQMy22lqT5JtRAcmz6GTqD3JwGB2V1rNJO7wymnugMOZRK2Rc2qGJOEK7yRI8hrhaCbppfd8/RKil5qxdsmzODf5K3jlhTUYTy/FcJDxF5hNTA+RyC14+p3HMIfypEv3S/tYD1/h3b4Nsx44EoPn5m+9jW01cTyx+fvYv3a8SL/UvBJLdwFfPvwiVmO/sJPRHpxn4l2vxvLHhPr4R7+TO+6sf19/esIHr9rZffwoOchkTDp3FCdCq7GqTKs52kdEEvSzctMreH7NeCKVuIQD65bg/mnAN0+TodOkV+vO5lU77OrxC97RcDPW3/c6Ku86jH2rIfDcfd9jmGvAE/QsudRXjqURwrqPrGG0B7e3e/8qLN+1BU2zXyC7Fc4S3tFM0ueTmYQ7/olj5zCx9mnMjd6P3U3tqN86R/Q3fhBNuDI9tanpSyQTGxai4aEjaD25FdNK7NOnV/vHaP7BO45Zf2Q86ve9DeZfFo6RhDcNpvpYyk/OSieJ2wMYXTaB6Kh+hFA3pRuIDYUB/RoCDp8C9s3I1t2G40SkXn5bNWbNm4znGlrR/tf0m5dTNNsJGxG7hdQ3OoZI2+j84sUw+sakSZ9R5hsz+QZvwo9RaW2ox4bIQTSsjGNkhbccSzkt5iQGe5xqfYPMcwtmT+fZxzdw2yri+Dvuflkj97QfI3K1W7BqegQjx9yICQ270fbWI7hhlsFJaIST+rKT8Gq5tasbvbPkqJgivT/GmGsLmheJfsEbqMa9zXcitHY3Qo0rUNtwEx47/ghmGAclA969OgcUc1X16sutLipXR5/S0EIQE25fgxtoJuL0QghBp++T+GFki0a70cHTSGUtRvFINaZcc4C2DtwzvZpndS3Q39hM0tOFMMVOKC1BX6TLPt1H+y4/4B3rwGNX4TvHVuHyodtw174f47EbL2Ld8/twq8xgwDu2J+HlmJ5evv4AvlOvDUDR0zvwxW0r8eVIPC5Wj19/OPmID+vuhzVytKcN7UTuGAw24K6bGjRI+UpWSytO3zcDVWQhbU/SH9M3qseVlowVcenS/WInP+BtxmLUl/bi+yVP4NbtLQjznmL6eMGy2R2N463tScoxdjSlX7bA+4a5qIn8CG3hS2SPceYqfHnueLnVx2/D5zm833EcYXKK2VtP4KsztE32+69swD3NLTh5eguuH0t7dtaRRzZd3zMvNSCEm7D0BhrZLqdJ989V7pj+eYYcGr4XY5i/T1zCkcgEcgLCMzIOYycAbXtfwE9u3YLPoQen22imnzAPn+KZhPA02yP6kxNoJxuWl4zzTRvTYezcSfJ8dYuXWj9pv0AGWoDpVbwx15zkU9PnofT5C2g/2YE7l2p7ju7mNVjarDWd8z/wTw/hemG0NOk+WiP7ZSYZeWsj7rs0F9/eMQ9v6b2pbF0TvkAXQfrJSRY98w30fGELvrmoRaRqeNdjZAq8RZ65T+BvbiUnyXOfSuccMj0aDaSnOf3RiP/CquXyo29ORat8mSDw4ksvi2IK70zQc1+G8b756h+hYiRf3kkO73S+h6ufLnX2gGO/D5ZbyU0YvDEKb//Ylr+ZWFA3E/0DXW41KZSlSG5R8I90R06iRjZvDabw9hZvu9qKaCpx5CR+uLpl15DBlqbw9o9FHV/dUiObt0ZTeHuLt11tzp2kQC7X2TW2kNL4sQ4V/IGAYydR07+3BlN4e4u3XW30VKCzPcmxI/9oJ0elZRkBhXeWAR2guLQb95q6RQOsQhV3g0B7yw/dZFd5c40APdyR1klYB2W4XFtCky8HJEVz6g3eTmhOXbHKqxklt4YzDkSKUii3WLuT7nBPIoX+Wfnvu5OvcjtC4F+6/m9CPkUp5Ag2TzK5mklYo3xR3bze8W+eAMKVfL76TzyrK1VF+cI5lT5DOd61k+RzhPtizZ/m3Fb/0P5/iEE//4QQftAh52AXSAUZOEn+6E69Wqd7VY9dH/GDDnb6DaW0iFMGRwlKPkc4r+r2qh67juYHHez0G0pprmeSfK6Vvarbq3rsOpofdLDTbyiluf5ENVPd5ONgo1wLPY/lU6eiqqoKU7e2xfQ4vlWPm7oce0P9sXzL93XF8nTuW46pMr2vDY+QHKMM2SauJ1/tM3a8fOhgV6cRe8Zf2GDqVhwn8iwud+3EVhH38PEQ9i4nbA1pIl1ivvx5dOpl7OrzKs2pszu6mSiF5ZPqpk/SlE6ciPOdIYT6ZhNbRzcuEoNKJcedo/enDfSaKek3iTpIPD7I72Fb0AhZxTkFM1v5/KCDsS1pKWT15zGj0VLMrp2M3ReO4Nib2zBTI9dElAgkyEyYVPvnGMtEHT7iE3BiM5dOkr+nU2O0mjfOx027Q+iiEWo0sWqFzi3E3DsvCidJRa+ZQL8pmR6JSM3qDUCrOCdAZjOPH3RIcJIkSlMThaze6aNEfjZ6znxM+N45XAwRa+Ys7d3x7jdbcB6TcfucwiGAkO13vSfJ5wjHdWsUNWUonXgMXeEophFh0MWJZZgduSjalIpeUz55LtLlTCKcJJkqySoumw7gRJYfdEhwkhj2KShkyzQcI4zvmDmYO/G7aDzWhq761SghcrdwiEawiXdhFrGsFAq9qbH9rmYSXivmK/TGZgDieyo/h5OXmEqzC53l8zDKgl6TGLRjdKcJ9JsGJ7Fqj1Wc1232gw6WTmLANIFCtlTLHWHe30gpps2bhMbniD2T+stIdKDtx0THdfscjKIlbqHQm8r2F9ZMIv2T/o4qnYQw8ftewkWiMF1DHFDSSDRSydbx2lefKRLSiahZjHv0j9WIbRXntZP4QYcEJzFgL3WLJlDIajNJVOzzyD4zazHhud1o73iYSOuOoxWTsG4mUc1azNxeY5tJfa5mknyulblurXP3Y2RpOS6evEScgedRMocoTLu1pvMbfX3j0tBvUh5h89gnGhJhy2cbpSZ+0CHBSQzYS90SKGR1yikxkxBxYHQ0Mf1X7sYLb76FxeNDdGVlHqqY+lQnFcyko+azjDsnySP/VgJt5ugylHedwElMRAkxN/bT/oRDRDAHpqHfJFfTnITzWuxJLOK8NpCVXl7rkOAkBJhAimdnHZ8ECtm3tdwa/vy7FFVzJuKF9hN4pes8ymsepSUxldWXxflsSyZ1u3OSPO5JJE2pmAFopJqBBryE27GTRig5i/NIlpZ+UzdU8MTDWHoiDlnpmiYsnuwPcnDfzSTkGOwkdhSyAkl9JuGfTEFb9vxzaKeBbPkDGmF5Jh0072WovwRee3BvdFrl9Za6hH5xCR8umi5euuL3SUr/8GOW+XId+dOfd+Jzn63MdTXwqh5zQ7r/+7cxjBlrRXNqRig3505oTq9UjnT2ZqJUMZ9UN17V7VU9dmb3gw52+g2lNMdsKRKUfC4DvKrbq3rsOpofdLDTb6iludqT5HOE+9n5Lk9sk882ygb6QQdPwC6AStzPJHm68jOxYrxncPrhypIfdPAMcL9XRH2+YGYSv2OZTf3UTJJNNAcuy5WT/M9HvQOvUUlIi4CiOU0LkacZHDuJ4t7yzi5queUd1ulqcrwnUZxb6aDMbrqiOc0ungORFnTyiWo1gwwEYlW20BEI0teCHS23FO2mN6aWtJsKb2/xtqst4PRLV4rixg7G7KcpvLOPaaYSHe9JFMVNphBnVk7hnRluuSjFD806Wm4piptcwJ9apsI7NTZepzh+M1GNbN6aRuHtLd52tblwkvzRm9o1YLCmqT2JvyzraLmlRjZvjabw9hZvu9qiTr90pdbIdjBmP03hnX1MM5XoeLmVb4qb6KVmrF3yLC7QjZ3ILU/j7cdqRJtPPlaFB49QXGQivnz4RawZr302QcZLYCbe9Sr2r9WeJDbKkumRyC14+p3HMIfurvoheI23Ga+bv/U2ttUQoUO0HY9PuxdvfH5nDHOJjzWOiXaQec5N/gpeeWENxuv4WpVluUY7+cEOrEOEXt91tNzKNxVMjGYzHcUp0dl0bL+BHGcy7jz0AlaVkaHDzVhffyumX/w2OrbVIB1lZ7UPHMUrvKPRSziwbgl2YzNe6liDUmp79/5VWH7fKown/FaOT00Ja8bR2Kml/t3Hj+Lc5MmYdO4oToRWkz20XFZlRb27tqBptmY3vziJY8JsflMurwd5MxMRRJni9JxGcdrXr1Oc3qjByRSnvV1NaDxCI9KdO1BfwhxQRAxRshpb7ySGhyPPobmrXzB2CFk6pVB/RKPsDAaPoPVkftspO4ZnWJ/ch4YLQdy0YRXGMNMM4TVm5X682bFfx09nzSTMknQy4WhO7+3rwolj5zDxxo2YO+kcdje1x2VYlB1dNgHB4AWEur2zgVNHLIyZRLI3RuxNwXC2AAAGz0lEQVQpTsMnj+ECcc5urE4kQhtdXYvK3d/D8bYwls6RdKlsDHYXcpgxZaigm0YXLxJ/7Ywyp9jlLJ9XM0nPxYtiqVqagn6UR9EY/ZKJWI4pYwV6giFFw9EISLS7DcfPA+W3EQfXvMl4rqEV7X9Nv2m2sip7qvUNEjU5pS45A9uBYEdO4vUa2ax3DNRoGopTMioHfh+j10CEFi/P1Kfx0VG2K4Gys7/UXL3n517hHe4ijl7cgrFjEvGSDTY6iVkniWlX4wrUNWolIhPuQGPDKsH/29N+jJjkb8Gq6UR1OuZGTGjYjba3HsENs+JOYiwLBFH79X24daxmI89BT1Gho6eAuazVSJFCZk6iaWWkW8Ge4lTSggmSNNqfyGAszyR3IjDRmpxJjJSdFqNiXJI3v7zCm+liQVSx4UtRVJUkt43HHDHs0D9mnSSm5esP4Dv1hoGFcO2lvU4HTyOVtRhFePaNKcd4EtPa1oF7plczdZoIXPaZZT3427oHiQz1Zsyalmi3ZI3yE+NoJsk3e4ek1KR52pbidOSMeaj4uwa0vxXGXyxls2jh8lut1BUmYfUMjSRNMzztT3SvSqDszCMBn9TXK7xHlpTTPqAFYd4HjEm+ssf7Nm25pe0TjF3UaBOzvtGeNrTTB0mCwQbcdVODVoyuTKKlFafvm4EqwljaoD8yE1/ZfhPath/Fjqfm4u8fqM6PJ6SolR4CpjnOQeA35fJ7aCMaj0B9kuK0ayLGjiaKU0FOQWtn+ts/diWW1gKhvdvxKrHOs869l17Et/fSqFZ7G744lmk6DbL0dr39UgN9xOEmzLghv+2MOYlXeN+wGsvLI2jbfwCX+OIM1Xvp0HosvuXPsfOUdq45iRUuyTjKPtLdcRxhcorZW4nm9PU2cfztWt6Yt+DkaZZlKqvrgWN7Y3bzor856Pqks8P3ScwjhRPh2czDbOXayEOGs6E4ZULm6+9pwwPRufj2pnlEg6qF0nX7cWhJqZg5pKyUlJ1aTdlU37Us7/Aeh0XP7Efk7jW4Z5G+sSBtZz/cirt4wNCXnlaUsH8zI5n6lBtaveV5jGu/QIPWAkyv4hlIm6GY9rT0+QtoP9mBO4m/OWZPMXOTHisW4KWvH8OBQx34wr2zXGOWqwLFwUB6mtMfjfgvRbuZKwuY5DLtJgdFc+oN4E5oTgOfHuPsZqKiuPHGaLIWhbe3eNvX5vB9Eu+mf3t1h0qqwts/lnb8ZqIa2bw1msLbW7zT1ebsErC4gqSCVwgo3i2vkE5fj+OngNXIlh7MbOZQeGcTzYHJ4js6jmYSRbs5MKDdllZ4u0Usd/kdzyRq+s+dEawkK7ytUMlPnGPeLUW76a2BFN7e4p2utrTLrfv/6kvpZKh0hUDBIvCz77bZ6t5PTx2kdZJ0QmxrUIkKgQJHIO2epGJk/EnaAm+rUl8hkBECUXoG2NFTwBlJV4UUAoMAAcfvuA+CtqomKAQyRCCgZpIMkVPFhggC/D6JWm4NEWOrZmaGQCA4TDlJZtCpUkMFgeKiIu0S8Dud7w2VNqt2KgRcIVDEThL9zDh6T5we4+KX/ulvJEYtYiFLp+wxp/Az98YQDNiv4vqjfZSdN0R00JovoOcPRLVy/RGN6qRIf5WW88WqoNcpUwWhBx8GPfnqBIeYjpReZBBh1N3cDlmPlGE+N8fL8sZ4TSedHkQXwJcVjXmixMocJeyFnkyYoOucWEorzPKE+noeliNlyfxJbWa5BhuZ22luR6JuGn7GOK7H7XPhCfWbSsfTkltspZtZfw2Z+L9cRuBkaHOinCKRWeZje8hzfrGYEWbnCAYpX38/iocNH45h1GIuIBxEgG6uVjs3K2zMZae4QVdRhJ2A8xeRcwgngaa0VDRCinHQZEYoVevV0vc43gwnx2kOxxy2ccNa6Ty8WL+HqgPJZY1lrNpilBMgnMS5GShdnuzwCCYCKeUKpzCU5d/ynNsgf/eb8nF5cRjaJzETgOnBiI1VW6zijOXNusm0GEaGQUaLSz1wGeXK39SENMG6A8r64zha48vCuQ5zPoaN46P6YBzTh3oYy+YnfkUdlIkHei7PTkPvudMJjc58EuTClIdnlFTBCKCmTNoWJ4jiioNFmgJ83UA0hPntKWi2j2LYsLjTaIBqYPAMIEYxymieq4Rcagd3Mk2W1mBDX4zpwaMEBy4jj1ii4UeqzsJ6c5o8zLJi+BEfjaZ/ovTkmSQ+MHEbNLlURvdDPtf01HUWdWsyzfbgWCZUswtpkhOKGvGL1aXP5vLcnEd2ztQ6WDuBzM8PFToNUgdznfKc/xrtpMk19i/uf5o9406i40yDM5f9/2vOJSHmkHhBAAAAAElFTkSuQmCC)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Week :....3...Develop an applet in Java that receives an integer in one text field, and computes its factorial value
and returns it in another text field, when the utto a ed Co pute is li ked.
PROGRAM:
import java.awt.*;
import java.awt.event.*;
import java.applet.Applet;
/*<applet code=".class" height=100 width=500></applet>*/
public class Af extends Applet implements ActionListener
{
TextField tf1;
TextField tf2;
Button b;
Label l;
public void init()
{
l=new Label("Enter the number & press the button");
tf1=new TextField("",5);
tf2=new TextField("",10);
b=new Button("compute");
add(l);
add(tf1);
add(tf2);
add(b);
b.addActionListener(this);
}
public void actionPerformed(ActionEvent ae)
{
String str=ae.getActionCommand();
String str1;
int fact=1;
if(str=="compute")
int n=Integer.parseInt(tf1.getText());
for(int i=1;i<=n;i++)
fact=fact*i;
str1=""+fact;
tf2.setText(str1);
}
}
}
EXECUTION:
C:\>javac af.java
C:\>appletviewer af.html
OUTPUT:
![](data:image/png;base64,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)
Week :.......Write a java program to create an absract class named Shape that contains two integers and
an empty method named PrintArea().Provide three classesnamed Rectangle,Triangle,Circle such
thatbeach one of the classes extebds the class Shape.Each one of the classes contains onlt the method
ptintArea() that prints the area of the given Shape.
PROGRAM:
import java.io.*;
import java.util.*;
abstract class Shape
{
int x=20,y=10;
abstract void printArea();
}
class Rectangle extends Shape
{
void printArea()
{
System.out.println(super.x*super.y);
}
}
class Triangle extends Shape
{
void printArea()
{
System.out.println(0.5*super.x*super.x);
}
}
class Circle extends Shape
{
void printArea()
{
System.out.println(3.1416*super.x*super.x);
}
}
class Test1
{
public static void main(String a[ ]) throws IOException
{
BufferedReader bf=new BufferedReader(new InputStreamReader(System.in));
System.out.println("enter the number");
String h=bf.readLine();
int ch=Integer.parseInt(h);
switch(ch)
{
case 1:
Rectangle e1=new Rectangle();
e1.printArea();
break;
case 2:
Triangle e2=new Triangle();
e2.printArea();
break;
case 3:
Circle e3=new Circle();
e3.printArea();
break;
default: System.out.println("Exited");
}
}}
OUTPUT:
![](data:image/png;base64,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)
----Week :.......TRAFFIC SIGNAL
PROGRAM:
import java.awt.*;
import java.awt.event.*;
import java.applet.*;
/*<applet code="TrafficSign.class" width=300 height=500>
</applet>*/
public class TrafficSign extends Applet implements ItemListener
{
CheckboxGroup cbg=new CheckboxGroup();
public void init()
{
Checkbox red,yellow,green;
red=new Checkbox("red",cbg,false);
yellow=new Checkbox("yellow",cbg,false);
green=new Checkbox("green",cbg,false);
add(red);
add(yellow);
add(green);
red.addItemListener(this);
yellow.addItemListener(this);
green.addItemListener(this);
}
public void update(Graphics g)
{
String msg=cbg.getSelectedCheckbox().getLabel();
String s1="red",s2="yellow",s3="green";
if(msg.equals(s1))
{
g.setColor(Color.red);
g.fillOval(100,120,80,80);
g.setColor(Color.white);
g.fillOval(100,240,80,80);
g.setColor(Color.white);
g.fillOval(100,360,80,80);
g.drawString(" Please Stop",100,100);
}
else if(msg.equals(s2))
{
g.setColor(Color.white);
g.fillOval(100,120,80,80);
g.setColor(Color.yellow);
g.fillOval(100,240,80,80);
g.setColor(Color.white);
g.fillOval(100,360,80,80);
g.drawString("Please Wait",100,230);
}
else if(msg.equals(s3))
{
g.setColor(Color.white);
g.fillOval(100,120,80,80);
g.setColor(Color.white);
g.fillOval(100,240,80,80);
g.setColor(Color.green);
g.fillOval(100,360,80,80);
g.drawString("Please GO GO.....",100,350);
}
}
public void paint(Graphics g)
{
g.drawRect(90,80,100,400);
g.fillRect(90,80,100,400);
g.setColor(Color.white);
g.drawOval(100,120,80,80);
g.fillOval(100,120,80,80);
g.drawOval(100,240,80,80);
g.fillOval(100,240,80,80);
g.drawOval(100,360,80,80);
g.fillOval(100,360,80,80);
g.drawString("Please GO...",200,200);
update(g);
}
public void itemStateChanged(ItemEvent ie)
{
repaint();
}
}
EXECUTION:
C:/>javac TrafficSign.java
C:/>Appletviewer Trafficsign.java
OUTPUT:
![](data:image/png;base64,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)
Week :.......DIVIDE PROGRM WITH EXECEPTIONS
import java.awt.*;
import java.awt.event.*;
import javax.swing.*;
class Lab19 extends JFrame implements ActionListener
{
private TextField tf1,tf2,tf3;
private Button div;
public static void main(String args[])
{
Lab19 f=new Lab19();
f.setSize(450,500);
f.setVisible(true);
}
public Lab19()
{
setTitle("Test");
setBackground(Color.yellow);
setForeground(Color.red);
Panel p1=new Panel();
p1.setLayout(new FlowLayout());
p1.add(new Label("Number1"));
p1.add(tf1=new TextField("",3));
p1.add(new Label("Number2"));
p1.add(tf2=new TextField("",3));
p1.add(new Label("RESULT"));
p1.add(tf3=new TextField("",3));
tf3.setEditable(false);
Panel p2=new Panel();
p2.setLayout(new FlowLayout());
p2.add(div=new Button("Divide"));
setLayout(new BorderLayout(30,40));
add("Center",p1);
add("South",p2);
div.addActionListener(this);
setDefaultCloseOperation(JFrame.EXIT_ON_CLOSE);
}
public void actionPerformed(ActionEvent e)
{
if(e.getSource()==div)
{
int num1=(Integer.parseInt(tf1.getText().trim()));
int num2=(Integer.parseInt(tf2.getText().trim()));
int num3=0;
try
{
num3=num1/num2;
tf3.setText(String.valueOf(num3));
}
catch(RuntimeException aex)
{
JOptionPane.showMessageDialog(null,aex.getMessage());
}
}
}
}
OUTPUT:
PERFECT EXECUTION:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcEAAAEOCAYAAADxBayJAAAABHNCSVQICAgIfAhkiAAAG6VJREFUeF7t3Q9snPV9x/GvISRUQPlTiT/CSSAO7cpA6lqvwg2J8BxbaAOxopVkDZuTysFuWKU1RYlIjYdCoijWxDRl0IQEJa4alNCOUmBba9eY2lCTkHRMsEqoscHJIcq0NkDoiBOI9/s9d2ffne/rPLbvzvd8n/dJVuL73fPn+/qe73PP73nOrnhq3eMjwg0BBBBAAIEYCsz68sIvxLBsSkYAAQQQmIrAsX9/aCqLzegyc//8gbzbP3jkVTkn7wh3IoAAAgggEAMBQjAGTaZEBBBAAIH8AoRgfhfuRQABBBCIgQAhGIMmUyICCCCAQH4BQjC/C/cigAACCMRAYFaYGhMXnJG33dcH503u0xSfPl0hV//hHKl0X9wQQAABBGZOYOnDK0Jt/Odr94Z6nJUHhQrBo+eflj++/kq55uor5Jxz8gfaJ598Iueee+6oy5kzZ+Stt9+V/37tty4E51jxog4EEEAAgQIJ3PTjHwdrevmrX81ao3Z/gTabtZpQIfi/I8Ny5Wculjlz5khFRUXWCkZGRuTkyZPy8duvyuxrvzwahP5+v8wvRobc4wnBYjSPdSKAAAKTETjbUV7Yo8XJbHOix/rw84Hnv9JBWMoA9PsWKgRPnT4tPtTSX+mi/PfDw8Ny6uUdMvLaj+R0c3dWSPpxvyw3BKwL9P90hTzwa6XK678jP7/1i8ogdyMQb4HMIExL5B4ZFlMoVAgOnzotfrrTT3Fm3j766KMgACsOPy6z1hyQ/zvyksjCRTJrVnK1fhm/LDcErAvU3LrXBV2yyiAQpYDBN7BdlvZfLXvuvl0qrUNSXywF0kHoiy9lAPrt5T/Bl9OG4VOnggD0oZb+OuXuO3n4BzLyy3+Wj7/xCxl+aZuMPPt3WY/zy/hluSGAAAIIIKAJpKdA/Xjm/7XHF/L+cEeCbsozHX7pjfvvK7r/QeasG5Dh9qrg7tnu//7+zMf46VKZXchdZl0IRFcg8cp3ZWXfW6kCrpF7Vm6Wuy5LfeuP+H7SlzU29+DYNOvKh/eJMLUa3eYre36283BnO4+nrDYyd+eeA8w9R1jsQkKG4KlxIfjxxx+LXHKNvP/++zLn9LDMWv+W+Pv8FKm/SvT8888PlhkedkeChGCx+8j6IyAQBOAbN8metZuT05o+9PZsl7lrW6Tm98/KN39yzIXi3mQoDjwrT7qagmnW65gOjUB7I7GLZwvcUheRG4B++/kulinmfoUKwZOnxo4EfdB9+OGHwT5V/NUPZXZHnZxcdJ+c+eADOe+882Tbv/bKZz79KfnrpdVy2l0U45flhgACv5In3EHePSszzutV3SH3XH6f9A24ELzUC82Vuemjwqrb5S7QYiFQqiO9Um1nMk3Tzv9p909m3WEfGy4E3ZRm5jnB1sf/Q2a5o70LPjVbTgx/W84cHJGLf90jX/rsXPn7u2rlO//ylIzIYfnLr3xeTvrpUG4IxF1g4KB0ylsie1bIYzkWDf77y6ql9vJ98sDDfdJwx15ZlzzDEHc16keg6AKhQtBPaWZeFNP+zTvk9TffcUGX/A0yp07784AV8kfzLpcP3BHh7Fnnuu9kbDq06GWwAQSiILBYHvJTn3l39Sq56243FeqnRV1QLpWJHpt3BdyJAAJTEAgZgmPTof7D8n5K9One/5L3/3AyCDsfhRdfcL58oape2r7/M/n8NVfKsj/7k2DaNLgwhhsCcRe49Gq5Tl6WY7935/nSU575TC67Xb63tlqe/MF98v1X7pCaP70q36O4DwEECiQQLgTdxxz8+T5/wYv/7TD+qHDt15aM2wUfeN+9u04uvPDC4Ner+XOCfERiHBN3xFHAhdvfXu+mO9MXwgQG78iTPz0kX7nVnSd0F8m0S0vWNOi1l2UE4P+8LcfcEnxOMI5PHmoupkDIEDwdfADeHwUeOvJbOfL27+Sd332g7lfr3ywNQtAvw4flVSYGYibgr/R8SNxHHtx5v/TtusX/mLwAxh0pvhlMgyZv/v7vpc8Lpi6gCZbjIxIxe9ZQbrEFKhKPHT7rn4b49q+ek6/dWi1LbvpS8KvTwtz8UeMLv3xFfuje6f7TF28LswiPQQABBBBAoGQCB4+8Gu53h/7FVZ+Vf/vZf8q2H3VPaucWXHSZ+GW5IYAAAgggUI4CoaZDl7og81/cEEAAAQQQsCQQ6neHWiqYWhBAAAEEEEgLEII8FxBAAAEEYitACMa29RSOAAIIIEAI8hxAAAEEEIitACEY29ZTOAIIIIAAIchzAAEEEEAgtgLqRyQG3x2KLQqFI4AAAgjYEVhwxXy1GDUE/RI33HuLuiADCCCAAAIIlLvA64+8MOEuMh06IQ+DCCCAAAKWBQhBy92lNgQQQACBCQUIwQl5GEQAAQQQsCxACFruLrUhgAACCEwoMOGFMRMuyWBZCzzzzDNlvX+5O9fY2CjHjx/PvZvvJxCgxxPgRHSInpa+cYRg6c1LtsUDBw6UbFvT2dCGDRums3isl6XH9tpPT0vbU0KwtN4l39qjjz5a8m1OdoOJRGKyi/D4DAF6bO/psGXLlrIv6sSJE2W/j2F2kHOCYZR4DAIIIICASQFC0GRbKQoBBBBAIIwAIRhGiccggAACCJgUIARNtnWioo5Kx4pqebB3oscwFkmBox2yorpaqlNf9DiSXcze6cQ+aa6rk7rU19Z+AzWVWQk2QjCxX1rq66U99wkS3N8uuXdPtwf97Xm2NZ2VFmk/8+3S0Y77Zdsb+UbK/L6o9ji13/Xu+em/xj1HC8beKw/e2SkNTx2SQ4fc11Pfkt+sXSEdRwu2geKvKMcqbVaf+TOsPqZF9o9eX9Uv7Snv5DoyXgO0n7XM+7XHSEL2tyT7OLZvqe9b9rvRQt/6ZWtjj9R2dEt3t/vqWC2Drc2yr/AbKvSOR2p9pq4O7Wprl8Vd66QmSi3ob5f6ti63x/XF32t3pHB/53Vy2+eimIJJnmj12L0Yr3IvYru7ZHul23//4rrKvVjv3i7L/PeFvPU+L8/d1iyH5qVWOq9Rmm/bJs+/5b5P31fI7RVtXfWyMednOLG/RVa5kNm9fZkk2cY/Zmx3fAC2iVuJdKVeCMYvP9Wdr5Rl27tkmV886OWQNBbz9aa/VzobVkp3+rlSuVxWNuyU3mNu+4V+/kyVxMByNo4Eg0a4H4yNIm3aW+3cd3dZ3/t3eO7Fab8LpNQ7yBb/ttIHVOb3mQ3vGxvL3mTmu9Ccd6At7dIevJNM3u+PKOvbBqVpY5NUFf3J5KZB73dHClu+IdcWfVvF2kDEetzfJ131jWOBV7lMGusHZMi/iBX6tuRBOfTgkoy19srzz31Orr2m0Bsq/foqF9VK1cCQhGJLHJVB91qwOOOdcOWyRqkf6JGXonYEVbNeutdnvqXvl97OhTJ/bul7YHmLhkLQtalmnWyUtilOOQ3IrqHF0tXl3kHubhLZtUrq+zK/fyJrWrVrcL7sTj120B2Bpqdc+9vbZLBpd7Ce3U2D2aE84I74Gt36U+8ea9b5/7ujghI8qf00aGfDFmmM1FFBnh+9KPXY7WvXuuwXsb6uqhK8iPnzvmvlN98y0G/3FEi81CMDVfMl1I9J5SKpreqStqzpyRpZ53/OIn30lJB9za0yuPoBWR7pOvL8TM/wXbZCMMhBdzjYMZX5+Spp+nrqBSv4Qcr8fp4scO8vj2a8k6xvTE3NBO/uu6QvSMF+8S9ytYuSz9LgHWhXX0Z4Zr9DLVnvg2nQBtkS+QRMikWzx362wb9Bai3yi7E7N1h9p3vD85TsjWS/XYBlnc+rl1U9tRlTof45MP4x9aOhl5yy7GocklWj68k8X1iyn7oCbsidG6xrlJ7aDtlBAhbQNbkqU+cEUy+R8nX3ZNm0f5FsX1Rwr9QKJ3o3744oV9XLrtFNu8e68JzJ85RHezrljTfekDurt42BrK12RwpRfaGsiViPk+ep/AzB9mIejvirQ+/cJtc9fEj2Zs6MFuvHoCjrzTjfF5wvd6cLWtPnAtMbnOicYOox/ijczbgEt9S5WJekyfN5RdnvIq3UXx3auFMWbOqWHTP5IlKk8sphtQZD0J0zXtYqtS2bZP+82iIZp87rBAd8CTk66P5ZnN6U8gM6g+cj5jXulUON6f3zU2V3ypvNhyTrFFKRpIq12sj0OHgB3iUL3IUa24v5IpYRgFHua9bzxQXZ7iZ3UcyqdpkX9gIUH5z+NEbmNHQwW7NL+vxJxRo/q9MTzOrU5E4rhp1yLdaTOne9GQGYdWow93F8Py0Bc9OhSQ03JdJaKz1tu2QgzVOZPaUZnGeYBl1Xcv7Tn7CQnoH0NGeNLHZTox3pa7X9D2RRLp2exo6bWTQCPc4IwKxTg0XoQXC079b7nDvCT39O0P8b9c8K+jc7Tf4cn3bBW65lzWJ3CiL3uoDkaYrkBSX+Z9TN1jyR+cEpN1W9yc3d1C4qq4suEy/2yBFXX2fr2OcE/ecF+axgbtOn973JI8GAxL37a23qEfcmPHVzU2hNHe5dZXKqsqqpyV1DNjRlvXrpc1d5ukux3XWdTW6aJf0m35+v6qt3F9UE2/Vj68rqB8tfL9+499CU6y6rBcu8x+k3WgNt9e4s1tit3h0VFjoUs4/2y6pL09wZ/2anSXpWtUnLfDedHJzi8OcEM0WTm0i6+otgNiY/Jzi65eTPaHom2l+QttFfmZ3xqaSqcVPVebZRvzHnQqdplnaWxSuX75Du5Wd5EMPTFqhIPHZ4JN9aBt8dkhvuvSXfEPdFQMD/XTL/J1mi8hcGKisr+XuCk3xe0eNJgkXg4emeRuWvSETh5/b1R16QBVfMz9v9g0deFaPToXnr5U4EEEAAAQSyBAhBnhAIIIAAArEVIARj23oKRwABBBAgBHkOIIAAAgjEVsDu1aGxbelY4Rs2bJBEYgY/oEgPii5Aj4tOXPIN+J6eOHGi5NuN6wYJQaOdb2wc/XS80Qopix7bew7Q09L3lBAsvXlJtnj8+PGSbIeNzJwAPZ45+2JtmZ4WS1ZfL+cEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxAULQeIMpDwEEEEBAFyAEdRtGEEAAAQSMCxCCxhtMeQgggAACugAhqNswggACCCBgXIAQNN5gykMAAQQQ0AUIQd2GEQQQQAAB4wKEoPEGUx4CCCCAgC5ACOo2jCCAAAIIGBcgBI03mPIQQAABBHQBQlC3YQQBBBBAwLgAIWi8wZSHAAIIIKALEIK6DSMIIIAAAsYFCEHjDaY8BBBAAAFdgBDUbRhBAAEEEDAuQAgabzDlIYAAAgjoAoSgbsMIAggggIBxgVnG66M8BKYlcOmll05r+ZlceM2aNbJ58+aZ3AW2jUDZCxCCZd8idnCmBRKJxEzvwqS3393dPellWACBOAoQgnHsOjVPWuCiiy6a9DIsgAAC5S/AOcHy7xF7WCYCr732mlxyySVS7v+WCRe7gUAkBDgSjESb2MlyEFi8eLG89957wa6U6799fX3lQMU+IBAZAY4EI9MqdnSmBaIQMD6ouSGAQHgBQjC8FY+MuUAUAiYKQR3zpxHll5kAIVhmDWF3yldgXMAk9klzXZ3U5Xxt7c+oIXjMVsm8K6vCCccTsq+5TrLWdxaeKAT1WUpgGIGSCnBOsKTcbCzKApnnBMfqaJBN3eulZvSOftnqQnHrpm5Z7++sXC47Jvq0wtnGJwk2LqgnuTwPRyBuAhwJxq3j1DtlgXABUyPrO1bL4J59Eny6MH2k5/9tTt0X7IE/ymuWff25R4rJEA2OLpv3ylDW3maMKUeXHAlOub0sGFMBQjCmjafsyQuEDpjK+bLgSI+8mPkZ+8qbpVYy7ku86L6rlZvnZu9H/9ZWGVzdIf7D7t0rRTqPjI1njnWsHpTWPPOk4YJ68rWzBAJWBQhBq52lroILhA+YuTJ/Ye7mK+XmWpGeVDImXuwRqb1ZKrMe1i+9nQ2ycnnq3poVsnp0PX5soVskOVa5fKU0dPaOO9cYOqhzd4/vEYipACEY08ZT9uQFwgfMMRnKOIJLb6kymYJuIjQhyQzMjkBJDMlg1m5VyvwFmXcckZ2N6QtxWqXTPXoo5ze6hQ/qydfPEghYFODCGItdpaaiCIQOmP5e6VxYKx0+48ZNiT4kL7pLRf1U6APjxt00atZZwIQM+VRcki4n9yKc8WXmv3hn/OO4BwEEkgIcCfJMQCCkQLgjQXfxSmunNKxcnjPV6TeSnBLd2bozz1SoH6+RJQ2dsmdfKjn798rO0SPK3LGt7sKZzAttkkWEDuqQNfMwBKwLcCRovcPUVzCB/AHTKa11nVnbaEh/PCLPlv2U6MIgA3OmQlOPrVnfIUPNjVLnHiMLG6Qh49xizfpN0luXGpOFsrpj/big5UgwDzp3ITCBQEXiscMj+cYH3x2SG+69Jd8Q9yEQGwH/9wT9n1Lyf0XC//Ls9O8MLVcA/8u9b7zxRnn66aflwIED/D3Bcm0U+1UygdcfeUEWXDE/7/YOHnlVmA7NS8OdCIwXyH8kOP5xM3lPuCnbmdxDto1AeQkQguXVD/amjAWiEDBRCOoybjG7FkMBQjCGTafkqQn4gCn3vycYhaCemj5LIVAcAS6MKY4razUo4M+1levfEczdL4P8lIRAUQQIwaKwslJLAv5XmHFDAAGbAoSgzb5SVYEE1qxZU6A1sRoEEChHAUKwHLvCPpWNwObNm8tmX9gRBBAovAAXxhTelDUigAACCEREgBCMSKPYTQQQQACBwgsQgoU3ZY0IIIAAAhERIAQj0ih2EwEEEECg8AITXhjjf+caNwQQQAABBKwKqCGo/cJRqxDUhQACCCAQPwGmQ+PXcypGAAEEEEgJEII8FRBAAAEEYitACMa29RSOAAIIIEAI8hxAAAEEEIitACEY29ZTOAIIIIDA/wMb7JA6Po+KGwAAAABJRU5ErkJggg==)
ARITHMETIC EXECEPTIONPERFECT EXECUTION:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcAAAAESCAYAAABq0wVXAAAABHNCSVQICAgIfAhkiAAAIABJREFUeF7tnQ18VNWZ/5+ZJLz7wks1YMK7UG1dbaXUEMOaxmRrt/79a61QqBusIGi7/Xfd/sWliFZ8g4/1s1u3iiKVWKHouq6tttrEGCSGKLX+taifVUJISKi2RdmCVcjLzP95zr1n5s7MnZk7zEvm3vldPpfJnHvOc57zfc69vznnnjvje/zRl4NBH5HPx//xFgwGKcB/+oN+9V7SJU1vdn9HlA0EaJDzi03DTti2ti+vfjLq03a1Dak1oPZBdUinW/+2+qDLW1/leJHfH+F3dL6ApU3WY+KzbLr90eXivY/mEvSHeVrL6HxjzvgUTZ84jo583MeNZV78b9TIEioeVkwDg4M0OBCgj/oHqI95MgTOIkx9NLK4mIYPK6JBdvTYwAD18/G+Qd759VjfAB0b5LSBQd45jV8H2VbfkSP0ubJTac6UidS2axd17XmH3n7qRpow6Sz6/EU/jmiS5q1jGNteiU7yjT02+Rv9SEpYYxltIajBmwdUvzNjMWrWWJo2cSx99HE/2+T6mcXIkcVUXJJLVp+lOX9/b4TbOpbW2Os2SnPCZ010a8Pv7WxYWemzxM/tlryRZw3nNM/TMSd+QBdf/BVVaaje0N/cdyRR+pAYNzOE6jbT1DlhHtPnh5EWsqgcl3cB7nNHj35Ch//yF3rppZ3kH1FOw4aNVMfVxn4Ji7C/Rr/xm6aGlRSFskq+Is6o2anYB+X8D8S0V183dF6xZy2njxfzeWK36TZLmb+UjqTJpSfTx6pfSdsDVDK8mPzsW67OwYnlZ9GFl//EiI3ER8XIT3z6kq/IT34/+8PXMp/JTbdXzi9JL+bTS9rs4wzqPYMsKipiO8Z1OxAYMNpmwpBzSvUjbr8KkzYcBWuAryfKF7Pe/zllFE0+dSz99ZN+5av0ghK+DvmKc8dqUvnf0Je/fl/If9W/eNeXDvlbsZJX02/dVuETsZnvfbt37446EkUCb0EABEAABEDAgwTUx6TS0lIPNg1NAgEQAAEQyAaBN954Ixtms2rz7LPPjrEfnp+KOYQEEAABEAABEPAuAQigd2OLloEACIAACCQgAAFMAAeHQAAEQAAEvEsAAujd2KJlIAACIAACCQhAABPAwSEQAAEQAAHvErB/WMamvd1/Okz7/3yY/vLXYzZH4yedNHo4Tf7UiTTllBPjZ8IREAABEACBrBOoqqpyVEdra6ujfG7P5FgA971/iM4sH0dTTztVPWxot8lD1/IQpt4C/DBl14E/0ts9H0IA7YAhDQRAAAQKnEBNTY0i0NzcHEEiXnomcTkWwD8fOkKl50yj4cOHx3yjhzxtf/ToURo48DoNmzY3JIKSXjr+JHrx992Z9Bm2QAAEQAAEjpNAstGd01HicVYfU0yET8ROdi2CuRA/ccSxAPb1G18XZHw9TvjLY+T9sWPHqO/lByi4+wnqX94cIZByXMpiAwGvE2i7o4pufDZOKy+6i1pXVcY5iGQQKGwCVhHUJKJHhNkgZD+XaVPTsb5+9b2SMq1p3T/++GP6pO0+Cux6kIquepY+7mijvr6+UB4pI2WxgYDXCVSuaiX5dC37XRdxa0X0zPdpi1/bHVR19Vbq8TpEtK9gCVgFLxfiJ6BTEEBD1ETQ9C5Cd/R3j1Jw57/RwLdepGNt91Lw6e8o8dN55O9jnA8bCIAACIAACMQjoKc95bj173j5M5HueApUpjm1qOmK5b2v+WYafsNeOrZ+hkoexn9LujWPlMUGAiBgEOjZejUtuv9dE8csunbrJlpUbr6VkV5oHtU4NuVn4anVRVX3GyNLTKd6qjslu++W7L6d22FE3/OLvieYrfalIIB9MQI4wD/HQydPpb/wT6IM7z9GxSu7SNI++eQTtRBmxIgRqsyxYxgBZiuAsOsuAkr8mmtoa+smUpongrfoDprSuooqe7bS1TfuZUFsNQSxbStt5SxqavVvOd9Pp9LWTYuMcu5qNrzNIwLJxDbXrkaLn9RvtzAmG345FsCjfeERoIjcRx99pPzxXf4fNKyhho5Wfp8Chw9TSUkJ3fufO2j8iSPpGxfOoX5eACNlsYEACLTRz3gAd+1Wi4hVXknXzlpEL7axAE4WQjNoih4NVi6iRYBWEARyNcLLVT2pBC3e/b546anYTpbXuQDyNKb13t7qTc/yjy8W0eiRw+jIsX/iRTBBOuntFjp3Vjl974pq+ud/f5J/MvF39L/nnUFHMQWaLA44XggE2l6kZ4mnPhdVEetgxCZrZqi8impm3U83Vj3L62daCbOchdAp0MahJOBYAGUa07oAZv21l9Cb+95jkTMeiejrl/t+Pvr05FPoMI8Eh/EvBctvDmMKdCjDi7rzj8BFdJdMd9o6Vk6LNvH0p0yFskhWUaK8tgaQCAIgkAKBFAQwPAUqPzkv06BP7XiDvxrtqBI6kcGTRo+gc2bU0ppHfkNnTC2lBV/6nJoqxSKYFCKCrN4lMHkqzaJm6uZnGSr1NKdda8sX0abWKtp69SL66dYrqTK0QsYuM9JAAASOl4BzAeRHGeT+nixukW99kZHd9V+fH1OviN0PvllDY8aMUV+ZJvcA8RhEDCYkFCIBFrZvXcRTnHrRi2LQQ1vvaKWqVXxfkBfE3EGrIqY+Z4RuCHLWd7toP78k0s5CxIo2g8DxEkhBAPupuLhYfcvLqx3vU8eBD+i9Dw7HrXf1lRcqAZQyeBA+LiYcKDACsqLzLp7clPt8ept17VZjsQuPEPeqqU9jk/RNeq7UXCyjyuFbZQqs16C52SLg2717d7C0tDSp/W/f+SBdPv8cmn/euSRfb+Zkk9Hi9p2/pSd2vE4/+ZdrnBRBHhAAARAAARDICQHHI8D/9bdz6Ncvv0H3PtGckmMzyktJymIDARAAARAAgXwi4HgEmE9OwxcQAAEQAAEQSJeA4+8CTbcilAcBEAABEACBfCIAAcynaMAXEAABEACBnBGAAOYMNSoCARAAARDIJwIQwHyKBnwBARAAARDIGQEIYM5QoyIQAAEQAIF8IgABzKdowBcQAAEQAIGcEUj4HOChQ4dy5ggqAgEQAAEQAIFsERg7dmyM6YQCKLknTJgQUwgJIAACIAACIOAWAgcPHrR1FVOgtliQCAIgAAIg4HUCEECvRxjtAwEQAAEQsCUAAbTFgkQQAAEQAAGvE4AAej3CaB8IgAAIgIAtgaSLYGxLIdEVBH75y1+6wk/tZH19PWHlcWohQ4xT4+WG3Ihp7qIEAcwd6yGp6ZVXXhmSelOtdNWqVakWQX6TAGLsva6AmOYmphDA3HAe0lruu+++Ia3fSeW9vb1OsiFPHAKIcRwwLk6+88478977I0eO5L2PiRzEPcBEdHAMBEAABEDAswQggJ4NLRoGAiAAAiCQiAAEMBEdHAMBEAABEPAsAQigZ0Nr07D9DbR4zhyaY+637LDJgySXE9hBt+gYL26g/S5vDdxnAr3baHlNDdWY+7p2UMkUAe8IYO9jtKK2ltZHdw6Vvp6ik9MF2L7epq50jGbJz7BLfGG8rJHqnnyVXn2V9yf/kfZcv5ga3HSFdGuMTb9ruX/KHtNH0+k3EWX3U8Pi64nuMWL8ZF0jXea2TzlRrDSzWus5HDfPCnostJaqndabvA0blmtAvHPNmh4vD/XSYyuMOIZ9M9+veIyPZnprp3X1LVTd0EzNzbw3LKPO1ctpW+YryrTjrrDnuVWgTWvWU1XTDVThCvymk+3rqXZNE7+pzZ7XO16gZ766nF6dbFYxuZ6Wf/VeeqGL3+u07NWeUcvuijFfiK/iC9jDTbShjDHIhfUqvlA/vIEWyPuMbl20752v0pfmG0YnV9fR7HtfoB23zCczKaO1Zc9YLd0adQ73PraCrmKBeXjDAjKwxeYJ+yPit4bYCDWZF4LY8sfrfRkt2NBEC6S4imU31WfzetO+gxrrllCz7itlC2lJ3Uba0cP1Z7z/HC8T95bzzghQxYBPiluJ1sT7iB39qS7ivXyy4wvTYyxG5ifHFfJxUsTJ+t4a69bwscgqrZ8+oz55rlhP69UnSCNdRpK1azpp6a1LaUY2+9H8W+hVvhCGtx30wjOzadrUbFaaDdsui3F7KzXV1ofFrmwB1dfupW65gGV627+P9syeRqGQTp5Gp9Me2uemUX4cJmWV1TRjbzc5wta7nzr5WlBl+RRctqCeave2UJvbRk4VK6l5pfXjfDvtaJxJU8rjgEJySgQ8JoDc9oob6FZac5zTTHvpoe4qamriT44PLyV66CqqbbW+3xoxldrUOYUeNvN28shTT7O2r19DnUsfVnYeXtoZKch7eaRXz/bNT40VN8jfPBrIaYc2psr2/OOdVO+y0Z/q3W6KMfvadEPkBay1aUZ2LmBd++idlE5/92TubWuhvTOmkKPTpKySqmc00ZqIKckKukHOM1ePmnpp2/LV1LnsJlro6nbkT7/zngCq6yMPAxuOZz5+Bi1dZF6s1ElkfT+ZpvPnyv2WT5C19eZ0jPpU30StSgHbSS5w1ZVGD1WfPJtaLcIZ+ck0911BFklcxtMqT9IWV6qfQcydMZZZBvlwtDo7F+Kp02h27jtUFmpk8Yq4f1dLV7VUW6Y/pcrYPLUhwTOmKZvqu+mqkB3r/cEsuJx1k3wvsKaeWqob6AGoX8Zoe+4eoHl5pEXcUW57rJI2VGaMVZShRJ/ieSR5VS09FCrBeVk4h/y+pKwCvexeOp0XSWxx100hmyBWuCzGxn0pmRnYkK1hiEx5vvMCdTEtNbCXKVGeBP2S60b5lvt76v443yJYre/96a6Q6B6gmUdG3zzTojbz3iurqHH/Tptxw6usAq3fSNNva6YHhvwi4gZgzn305AhQml+2YDVVt9xGjzm6aeAcWDin9T5OL+3vtNqQk1OmNvWeB1MvFvGLuBV4PE3PkzKuibG612wsysia+KmYTKVps5+hB8ylvftbGumdr37JZQtgojoXi5hxNyKFldwimtHrAKz3XstiZ3NCtTqdZs3VOWARv4hbgbmq3+P1eFYAZYnUgtXV1LLmIdqrgxjV8dV9hTQC3GTMefKnyzZq2aunNiuoiqdDG/R6bDkZs7I8OjXH1cWQizxzffg5QHke0G2r5CNb7YIYq5HHQzSdVyRG3ApMLXwOc0+m+i330On3Xqae9byssY6e9MCnHfmgs1Tu6UWLWjwqFVV82yF6HYBxa8JYPCLnKM/SbLU+HMXT07fxnE11ZV4trux9qYU6uJ2Nq8PPAcrzgHgWMF7wU0v36BSoCYE/9a1e2kJ8/TE3njZb2kBXmdOTM5Yu5bVi3akRs+SupVZezcmf7Hn95lKeWtGzE3J/qrWWF9CoeuXYDUN+Uk2u30Kv1h93U/O3YJ7HWH/I2rumlu9ahbfarAnifLqFn/O8JX8jdhyeyQedpdRy1RpaMYWnkNVtDbkHaCVqmDW4yoKXW43nAEO1Geeonn2WxWe3ygpsy5NHM2Kmp23qqL01alHTcTQnhSJlCx+g5oUpFEDWlAj4du/eHSwtLbUtJL/NNmHCBNtjSMx/AvK7YvKzKm75pYCysjL8HmCK3QoxThGYC7LrmLrl1yDccN4ePHiQxo4dGxN9D0+BxrQVCSAAAiAAAiAQIgABRGcAARAAARAoSAIQwIIMOxoNAiAAAiAAAUQfAAEQAAEQKEgC3l4FWpAhjWz0qlWrqLfXbV+AiMClQgAxToWWO/JKTI8cOeIOZ13sJVaBujh4yVy3W/WUrMxQH5eVx9icE0CMnbNyS07ENPORircKFCPAzLPOG4sQk7wJRdYcQYyzhnbIDCOmuUOPe4C5Y42aQAAEQAAE8ogABDCPggFXQAAEQAAEckcAApg71qgJBEAABEAgjwhAAPMoGHAFBEAABEAgdwQggLljjZpAAARAAATyiAAEMI+CAVdAAARAAARyRwACmDvWqAkEQAAEQCCPCEAA8ygYcAUEQAAEQCB3BCCAuWONmkAABEAABPKIAAQwj4IBV0AABEAABHJHAAKYO9aoCQRAAARAII8IQADzKBhwBQRAAARAIHcEIIC5Y42aQAAEQAAE8ogABDCPggFXQAAEQAAEckcAApg71qgJBEAABEAgjwhAAPMoGHAFBEAABEAgdwQggLljjZpAAARAAATyiAAEMI+CAVdAAARAAARyRwACmDvWqAkEQAAEQCCPCEAA8ygYcAUEQAAEQCB3BCCAuWONmkAABEAABPKIQHEe+VIwrgSDwYJpKxoKAiCQGwI+ny83FXmoFghgDoOphS9aAKPf59AlVAUCIOBSAvEEL166S5uZVbchgFnFGzZuFb9AIEDyXr/myAVUAwIg4DECInZ+v5+sr3JtgQg6CzQE0BmnjOQSwRscHKSBgQG1y9+yYwSYEbwwAgIFRUBErqioSO3FxcVql79FELE5IwABdMYpI7n0p7JdP/5NRuzBCAiAAAhoAvOu/3uM/FLsDhDAFIEdT3YZ4ekpTxn5yTZ35jnHYwplQAAEhphAz6/XDpkH5V+5ybbuXR2vq1klGQHqDdOgtqgiEjFWTs4oYzlEBLUAZswoDIEACIAAE5Bri9xmweacAATQOau0c+p7gGkbggEQAAEQiCIg6wkggKl1CwhgarzSyi0jQOmk2EAABEAg0wSwoC51ohDA1JkdVwnrYxDHZQCFQAAEQMABAawqdwDJzAIBdM4KOUEABEAABDxEAALooWCiKSAAAiAAAs4JQACds0JOEAABEEiZwHn/9V8ke/QWLz06H95njwAEMHtsYRkEQAAE6OVLL1UUrCKo/9bHgGloCEAAh4Y7anUpgfbnFtOF9/yAHv8wXgNeo/X3cJ7nXouXAekFSMAqghC//OkAEMD8iQU8cQ2BLmrZ+56tt72//U/ad8pU22NILGwC1tEeRn750RcggPkRB3jhIgKns8Dtaf0Ftcf4/B7tfKcrJhUJICAE7KZAQWZoCeC7QIeWP2p3I4HZX6Nr6EfUuncFVcywNGDvL+hBWkhrZ79MN30Q2bDe3/6AlrR2mYlT6Zolt9MV48y3ezfQhb9ojT0WL/3Dp+nazdtoj67ilIW0+ZsXU5mlSpmqveltM4GPGz59jZ7/8udDuRL6ZLGFP9MnED3tqRfAYCSYPtt0LEAA06GHsgVKYCLNmz2VHmx/mhbNCAtP+55WOn323VROL0dwUULzznm0+frbDZESYdu8gcqvZwEVMftFDwviFkMQ9z5Nj0vpeOl8qHfvAarm/PcrAX2PHn/0+7TkudNC4qbE7yCL4vWmb0pIu4jODLuV0KcI7/EmXQLR4if2RPgggumSTb88pkDTZwgLBUig7Atfo7o/vUw79WIYFqxH3q6if/jCxCgar9FWHtxd8xXLCG3GJXTNKa08gtRZy6lcjwZZUEMjQ5ZSu/SyL6yw5JlIV1RUER08QL3K3GvU+jaPMCPqW0FrLeIneZL7VIBBzVKTRezsRnrx0rPkBszaEMAI0AYKkkAgOYHPU9WZP6JHeDHMFeMm8qjsZdpz5teoggsaQmRa2LuLGqmLaPNinh6N3Ork7bg5VH3KNrrpnlaqu2QL3aCnVOOlmyYipy85kac51fbhAdrHwlmlBdXMXz5+KpGelk3mk1kGLyDgdQIQQK9HGO3LGoGKuQvpkc28GOYLl1DPOzLKC99fi6y0itbKdKetJzyC+yZPf6r7evz4BOm88dLlMYsfUaPc97NOqeoVOYcOhO8N2tanExP5lLAgDoKAZwhgCtQzoURDck5AjdJ4KvM5WfxyHs2LGnUpf8aeRqdTD/XEfW7Q9HrcxXT/9XerqdFHfmt5xCI6XY3wWLwsi156P+wJNz1OfT0fdCXNk3N+qBAEhpgABHCIA4Dq3UzAuP/W+LYsfpkTsQoz1CoWsH84s4se5EUv4ccmeOHKc08bU6W8QGV96F6gUWoaT6lSvHSVxSKoPHK8PbS6lA8pUeb6fm3al+xsK7QiVN4n80nVgQ0EvE8AU6DejzFamE0CM+aS3Muriln8Eq604stbaC3xyky+z6e306vupivkDY/Y9qmpT2OT9PvlPuCHcdLpYvpB1cu0RN9TlKnQS6poSUhdZer0biJZGXrPNsPomf9Mm6t6aInl0YyEPoW8xB8g4G0Cvt27dwdLS0ttW3no0CGaMGGC7TEkOicgv88lv9Tc399PR44cobc2vURzZ57j3ABygkCaBOTRiEfGs7gmEOo0q0DxISSwq+N1+uzSKhozZgyVlJSQ3+8nn883hB7lV9UHDx6ksWPHxjiFKdAYJEgAAY8RUFOgdo9oeKydaA4IpEgAU6ApAkN2EMh3AhHfAqOcxYrPfI8Z/BsaAhDAoeGOWkEgawTk/t7zX86aeRgGAc8QwBSoZ0KJhoAACIAACKRCAAKYCi3kBQEQAAEQ8AwBCKBnQomGgAAIgAAIpEIAApgKLeQFARAAARDwDAEIoGdCiYaAAAiAAAikQgCrQFOhlYO8nX/szkEtqAIEQMCNBKafOsWNbuetzxDAPAzNZ799QR56BZdAAASGksCbP9k+lNV7sm5MgXoyrGgUCIAACIBAMgIQwGSEcBwEQAAEQMCTBCCAngwrGgUCIAACIJCMAAQwGSEcBwEQAAEQ8CQBCKAnw4pGgQAIgAAIJCMAAUxGCMdBAARAAAQ8SQAC6MmwolEgAAIgAALJCEAAkxHCcRAAARAAAU8SgAB6MqxoFAiAAAiAQDIC+CaYZIRcfvwPf/gfeu21bpLXzs4/RbRm+vQJNHHiWPrc5ybTpEknk8/nU8f1q8ubDvdBAARAICEBCGBCPO49+NZbB+iZZ96ggQE/TZ06lT7zmS/S/PnjadiwYapRR44coY8++oi6urqooWEXFRcP0kUXnUVnnjmJ/H6/EkEIoXvjD89BAASSE4AAJmfkqhyffNJPTzzxW9qz5880b948mjVrlq3/J5xwAsk+ceJEqqiooHfffZfL7aTp07vp0ks/T6NHD4cQ2pJDIgiAgFcI4B6gVyLJ7RDx27hxO/31ryW0aNGiuOJn12QRSilz9OgI2rSplQ4f/phHjwMUCAQoGAzaFUEaCIAACLiaAATQ1eELO6/Fb8yYU6iuri401alznHkm8fRm5F5WFtl4mR6VsiefPJE2b26DCHqkb6AZIAAC9gQwBWrPxXWpMu05bNjJdMEFF8T1/XvfezB0bPbs6bR48YW2ecVGY2MjPfXU/6MrrjhX5SkuLg5NidoWQiIIgAAIuIwARoAuC5idu2++2avu+SUSP7tyidLE1v79h0lsHzt2DNOhiWDhGAiAgCsJYAToyrBFOv2rX/1eLXjRKzzjNUlGfXo77bQJ8bKpdLElNlta2un00z8VsSAGq0MTosNBEAABlxCAALokUPHcPHDgkHrUId5qT2u5a6+NnPI8dCieVSNdbP7ud7+jnp4PaMoUQwTxiERiZjgKAiDgHgIQQPfEytZTechdnvNzslnvAZ5zzhl0ySVVSYuJ7bfeep9KS09U9wGLiopwLzApNWQAARBwAwHcA3RDlOL4KI8nvPfeIccCaDUzbtwJcaxGJosAHjz4sboP2N/fT4ODg3g0whE5ZAIBEMh3AhDAfI9QEv86Ow/SmDFjkuSyP8x6lnQbP348/fGPf1XiZxXApAWRAQRAAATynAAEMM8DlMg9/YC6fKNLtja9sEYeite71JuJh+ODwZ10V81dtNPyoH1w511UW1tLy7f1ZKtJsAsCIAACigAE0MUdIRMi5LT5MvVp/WaYjNTdvoOaaufTPP7eUWwgAAIgkGsCEMBcE89CfX19fVmwapiUL82WTb4SzbpnosLe/fto5tRye1NdW2h5TU1oNBgM9tC25TVUs3wb9agRqIwea2JGinoEKaNIvd+10/gqt2DPtpDNmprltK3HTDdt1Sxfro7rY/Hy2zuMVBAAAbcRgAC6LWIWf2UUNmXKePrggw+y1gr5xYgJE0aoKU/rqC8TI8Cerg6aNjnq+9jMlnTsm0qrn3+efnr1dOrc9C1a115GldUziTq6SE2O8uixmX+1Irq8b96N1NTUxN9k80OqEdGefjUtriASMVuxZCPRss3q+NraDtq4ZF3E9Ct1TKN6rrO5+QFaUNZO6zh/R+1alX/zMuL8K0KimTXgMAwCIJAzAhDAnKHOTkXyeIL8pFG2NrF90kklGTcvI7r9+2ZSvAHgzOpKKuep0bLKaprOQrZvf6/6eyY10Y52Ihk9BgI1NJ/FzW7rfaxBCWRt/QJlp7ethTq4dHWlIbgV82v5cY5mZSu0WaZjpXwT518m6smbUXcHtbT12lWHNBAAARcSgAC6MGjaZflGlrPPLsu6AE6ePDrm9wHT/jaY3jZqoWoy9SgmCqGRXdlkmsZHO7p43FdWSTIIbGLVktEjxbl/KOLa1tIRGv1p435/J236Vp2aGq27uVkli7A62qx+OCqATCAAAvlOAA/C53uEkvgnv+Tu9/er3/Nz8m0wVnMjRiQ2LjYHBj6mcePGq4ffrXvikg6O9nTxjON8NTqz25QwzeP7g737aR9nkHuFPl+5mgbduLGBGlgIZ1bHuX/YvoU2dfpp5tXGKFLbDwSm8wzoBlpYHlmnCGbSzeJH0rzIAAIg4AoCGAG6Ikz2Tupfba+pmU07d+6kVBbDHDhw0N6omSq2xOZZZ4nA+tU3wFh/ESLdEWDCBTDsQ0dLm1rsEj11WTZ5GvvTSR0d4elMa0NEzB5raFLTo/ULwvcXo6cwe7YtDy12sQOh82/cYsyRRvthVwZpIAAC7iKAEaC74hXhrRbAM86YSG+80Uvbt29Xv+cXb/vXf70m4tDhw/FykrI1bpyfTjtttBJAET+963rjl05+RC2AmW+/AEZKz5zWRbddeCF1ct0zl/00PGqrmM+LW5qoaWac6VNz9Cf3926uM6Y5ZSHM5g0LaMPaLp76/BbVbjL8q13bqOza/d6vr3whbdhMvHDmJqpt9rOg2o8ek7cUOUAABPKVgG9AlHpLAAAT50lEQVT37t3B0tJSW/8O8bclT5iQ+FcDbAsiMYKArJiURwjkm1TksYK3Nr1Ec2eeY0up84/d9NlvX2B7LDpR7MrzeTJa+/DDw/Tzn79K48eX0wUXOCsfbU+/F/F7//0uOv/8T9GoUcNoBM+Vjh49muSB+1GjRqlfipARYbqjwHj1J0qXxx/WXXgTPz+4lppvnJcoK46BgKcIvPmT7TT91Cm2bdrV8Tp9dmmV+laokpISfF9vFKWDBw/S2LFjY9hhCjQGiXsSRID09OQJJ4ykyy8/m7+3s0f9mG0q06G6xVJGyor4VVZOYOEzRn0ieMOHD1cn1lB+GbZMW9bV3cyrM2tp7co4yz/dEz54CgIgMMQEMAU6xAFIt3oRQRElEacTTxxFl176GX5u7V3aunWr+j0/pwtjZMGL3POTaU8tfmJThE9GgFYBHIqRn3AqX/gANS1MlxjKgwAIgIBBAALo8p6gR4Fyf05E6uSTx9BXvjKb/vu/36ddu1rV7/lN5V90kF2mR/T3hspUrDzkLs/5yS6rPc8++ySaNGlUSFDF3siRI9Uuf1sXwbgcG9wHARAAAYIAeqATWEeBcq9R7g1++tOl/C0xJ/EvORzhFZPd1N6+h6dHj0a0dvz4YTxqLKFzzx3DD7ufFLHaU4uf3PPLh9GfB8KEJoAACOQZAQhgngXkeNyxjgJ1eZ02aVIRL2QapRbgxPsuT+vzfTLtKff8ZNpTj/ww+jueqKAMCIBAvhOAAOZ7hBz6Fy2CWtRk2lL/mK38mkP0D9paF9JIXn3fT0RPj/ww9ekwCMgGAiDgKgIQQFeFK7GzVhG0/i0jOhkB6t/z09OkYs2aTwugiKDs8n4oV30mbi2OggAIgEB6BCCA6fHLu9Ja0KwjOxEz6+/5iQBaN+toUQRP75IudmTHBgIgAAJeIwAB9FpEuT1atKwiKKInI0H9UL612Vah02II4fNgx0CTQAAEIghAAD3cIaxCKKM662/66d/z06M7q+BhxOfhToGmgQAIhAhAAAugM1hFrgCaiyaCAAiAgCMC+Co0R5iQCQRAAARAwGsEIIBeiyjaAwIgAAIg4IgABNARJmQCARAAARDwGgEIoNciivaAAAiAAAg4IgABdIQJmUAABEAABLxGAALotYiiPSAAAiAAAo4IQAAdYUImEAABEAABrxGAAHotomgPCIAACICAIwJ4EN4RJmQCAWcE7n7oP5xlHIJc31/69SGoFVWCQP4SwAgwf2MDz0AABEAABLJIACPALMKF6cIl8J2lV+ZN4//9oZ/ljS9wBATyiQAEMJ+iAV88Q6CkCJMrngkmGuJZAhBAz4YWDRtKAiXFiX9D8enW3Rlz7+KqszJmC4ZAoJAIQAALKdpoa84IOBkBXnbB2Wn78+T2N8hJXWlXBAMg4EECEEAPBhVNGnoCTkTJSR4nLcmUHSd1IQ8IeIkABNBL0URb8oZASXHye4BO8jhpUKbsOKkLeUDASwQggF6KJtqSNwT6BwJJfXGSJ6kRzpApO07qQh4Q8BKB5B9TvdRatAUEckSgfzBAiXZxQx/ffvMcqjhvbmi/cvO+0LG+zs105dw5ZE3T+SXNaidefTlqMqoBAdcRgAC6LmRw2A0E4omRTtfC9eIP59LKZ2fT0kfbqHnHTnr+0RUUvO/rdP4PXzREMBCgIGcOBgbV+74dN9O//MZPgbp19MCicoXCSV1uYAYfQSDXBCCAuSaO+gqCQP9AkKcm4+8Coa/zEXr4OaKZ1/yQLp8kU5lBGph0Jd14zSyi5zbSo508ihxg8eO8QZ5R7etvpTtWPkuBGSto08pKlV+2RPXoPAUBHY0EgRQJQABTBIbsIOCEgJNRWVfr89RBs+j8eWURo7hT59XQDHqXtrd2U38gaAhgMEhtd/xfep6+TGvuX0SlnC51yOakLic+Iw8IFBoBCGChRRztzQkBJ6LUb66TGbS5X2id9lR/79tMj+6bRdPpOXr0510h0ZPGOKkrJ41GJSDgMgIQQJcFDO66g8DAIE9nJtilFYM8ipMJzkBMvvC058Cg8Xfn80RX/HgjXVFD1LnpZ/QyrzIV+7IlqkfncQc1eAkCuSUAAcwtb9RWIAQGeFSXaBcMp3yxmqbSHmrb2R2Rt2fnC7SPTqfzvngaDZhToFOXLKZz+O+z59WR399Ed93dpsrIlqgenadAsKOZIJASAQhgSriQGQScEZDRXaJdrAQmfYMuqybq2ryWntofUPkH9m+lH2/eQ1S9hL7KC2NMjePMpr05i+mKqSx8LzysysiWqB5jlOnMZ+QCgUIjgAfhCy3iaG9OCDgRHslzzv95gf4p+CX6t+9cSI+bnpVfuZke+dpkJWxBcwRIvAjGsFlOF32jlh6/s5m23f1zun7ZXDM9J81CJSDgKQIQQE+FE43JFwJOBVD8/ZvvNtOm70Z6Hio/aSHd8uRCdTCUdu6NtOmJG1Xa7nc6IYCR6PAOBBwTgAA6RoWMIOCcQCoC6NyqfU4nddmXRCoIFDYBCGBhxx+tzxIBJ6LkJI8T9zJlx0ldyAMCXiIAAfRSNNGWvCEwyF9hlmx7Z29XsiyOjjupy5EhZAKBAiMAASywgKO5uSGQbFQ2bYrxPZ6Z8CZZXZmoAzZAwIsEIIBejCraNOQEIEpDHgI4AAJJCUAAkyJCBhBIncBvfvWL1AuhBAiAQE4J4EH4nOJGZSAAAiAAAvlCACPAfIkE/PAEge8v/bon2oFGgEAhEMAIsBCijDaCAAiAAAjEEIAAxiBBAgiAAAiAQCEQgAAWQpTRRhAAARAAgRgCEMAYJEgAARAAARAoBAIQwEKIMtoIAiAAAiAQQwACGIMECSAAAiAAAoVAAAJYCFFGG0EABEAABGIIQABjkCABBEAABECgEAhAAAshymgjCIAACIBADAEIYAwSJIAACIAACBQCAQhgIUQZbQQBEAABEIghAAGMQYIEEAABEACBQiCAL8POwyi/+ZPteegVXAIBEAABbxGAAOZZPKefOiXPPII7IAACIOBNApgC9WZc0SoQAAEQAIEkBCCASQBl6rDP51Om9Gum7MIOCIAACFgJ4BrjvD9AAJ2zSjundMyioqK07cAACIAACEQTkGsLxC+aSuL3EMDEfDJ61O/3QwAzShTGQAAENAERQLnGYHNOALScs0o7p3w6Ky7GuqO0QcIACIBADAG5tkAAY7AkTMDVOCGezBzU0xLSObUA7up4PTPGYQUEQAAEmIBcW+Rao3dASU4AApicUcZyBINBZWvud/+OBgYGaHBwUO3YQAAEQOB4CcjUp+xyTZFNT4XifmByohDA5IwylkNGgHohTElJCQUCAdKimLFKYAgEQKCgCMg1Ra4t+voC4XMefgigc1Zp5ZROKWKnO6f+1CZGIYJpoUVhEChYAtFip99HpxcsoCQNhwAmAZTJw/E6Zbz0TNYNWyAAAt4ngGtJajGGAKbGKyO50UkzghFGQAAEQCAtAngMIi18KAwCIAACIOBWAhBAt0YOfoMACIAACKRFAAKYFj4UBgEQAAEQcCsBCKBbIwe/QQAEQAAE0iIAAUwLHwqDAAiAAAi4lQAE0K2Rg98gAAIgAAJpEYAApoUPhUEABEAABNxKAALo1sjBbxAAARAAgbQIQADTwofCIAACIAACbiUAAXRr5OA3CIAACIBAWgQggGnhQ2EQAAEQAAG3EoAAujVy8BsEQAAEQCAtAhDAtPChMAiAAAiAgFsJQADdGjn4DQIgAAIgkBYBCGBa+FAYBEAABEDArQQggG6NHPwGARAAARBIiwB+EDctfChcCATGjh3r2mZed911dPvtt7vWfzgOAtkkAAHMJl3Y9gyB3t5e17WlubnZdT7DYRDIJQEIYC5poy5XEzjhhBNc7T+cBwEQiCSAe4DoESAAAiAAAgVJAAJYkGFHo0EABEAABCCA6AMgAAIgAAIFSQACWJBhR6NBAARAAAQggOgDIJAOgd5ttLymhmqi9nXtFqMqzzqyJkVUmfB4L21bXkMR9tLxF2VBAARCBLAKFJ0BBNImUEe3Na+kipCddlrHgrjutmZaKYllC+mBRE8kJDuetn8wAAIgYEcAI0A7KkgDgbQIVNDKhmXUuXkbqacH9QhPXpebacq+jO6W07b26BGiIaBqVLl8C3VH+GI5lmhUmZb/KAwChUEAAlgYcUYrc02gbApN72ihl6zPz5edT9VkSet9id9V0/nlkc61r1tNncsaSB5kb15C1NgRPm491rCsk1ZjbjTXkUV9HiIAAfRQMNGUfCJQTlNmRvtTRudXE7WYqtj7UgtR9flUFpGtnXY01tGShWZqxWJaFrIjx2ZyEeNY2cIlVNe4I/69xejq8R4EQCCCAAQQHQIEskKgh7otIzddRZmhgDz52UuG/kXKH/V2U2eEP2U0Zbo1oYM21utFN6upkXN3u+9b2rJCHEZBIFUCWASTKjHkBwEnBNp3UOPMamoQfYuZBl1LL/GSUJn+vCnmOE+dRtz166VuUcT5utLoBTdOnEEeEAABOwIYAdpRQRoIpEWAF6qsbqS6JQujpjfFqDENunH1RpvpTzleQfPrGmnzNlM127fQxtBIMvrYOl4kY11Uk5bTKAwCBUcAI8CCCzkanHkCjbS6pjHCbJ1+BMKmMpkGnan0L2r608xbsbKBupfXUw3noZl1VGe5l1ix8jbaUWMeo5m0rGGljcjaVIokEACBGAK+3bt3B0tLS2MOSMKhQ4dowoQJtseQCAKFQkB+D1B+Dsltvwbx1FNP0SuvvILfAyyUjop2xiVw8OBBsvtdT0yBxkWGAyAAAiAAAl4mAAH0cnTRNhAAARAAgbgEIIBx0eAACIAACICAlwlAAL0cXbQNBEAABEAgLgGsAo2LBgdAIExAvpYMGwiAgLcIQAC9FU+0JgsErrvuuixYhUkQAIGhJgABHOoIoP68J3D77bfnvY9wEARAIHUCuAeYOjOUAAEQAAEQ8AABCKAHgogmgAAIgAAIpE4AApg6M5QAARAAARDwAAEIoAeCiCaAAAiAAAikTiDpIhj5DjVsIAACIAACIOA1AgkF0O7LQ70GAO0BARAAARAoTAKYAi3MuKPVIAACIFDwBCCABd8FAAAEQAAECpMABLAw445WgwAIgEDBE4AAFnwXAAAQAAEQKEwCEMDCjDtaDQIgAAIFT0CtAn3//fcLHgQAgAAIgAAIFBaB4gO//4NqcRH51KsvaAAI8ttg0Hjj8/lIdrtN8kTni86rj0t569/arjVN+aDqMganAbPa6Dx+dk2VN/2lQNhX5acvoF6Cpp1QeV+RStdbwG/k0++DwUH1p9g3Nn9k24NRg2azHslr1GHYKyoy6gmxYXv67+i2RPMSWz6uRmJg3az5gpFuR2Y0fYm2K/VG163qsoltRF1mP4ipxFJW4mAtE3bdvk6iRA3wc9wiGx+MgqHrCrcnENO37Px1mhZk/6L5W8sWcYAGAoMUHAyQr8hP8p78Pu5tcq5wr+NjnEx+v5+Kma+8+vUrt062YnW8mF/N8yswQFyMAgGjLWydiO1LG9UZITbM7je8ZBgVFxdTUYmfSkpK1DHFxDzu5+4X6ntynvAZLpukif2jR4+G/pb3cr6IDfl7cHAwIpaSJn7JJnX42bjk0f1JYqPrUq98jogtnd/6GuS2yqbq1Ju0X4op94v4lZnyeRoQn9jWIP8Tm+JjUC4Ics6Z7+W1iAtLftVr+FX4k2/AsM7HdZsNfw1fxX/pg8pfVZ8RA92v5FXq0u3SYHWbizl4RjwM7oqRGTepWNtR8Zc4mdcDabbUHbq+cB26nGLLe0B8Yibq2mfyEpuSr29gQJXvG+hX7bNep8W3Qd4Vee07XxfDbeA+x/1UfJI+I5v0Md0m1Qb93uwv4pP4b7RHeIlT0kekD4ffaz4R1wFdt9m3dB+VbqouKSZzHR/dJaQK1T/Yz6Ii6dvyJ4/VGJqyz6+qj7J9o2/KecPtlq4h/nIbdTzlfJRzQfV/6T+qYqIB5ihb/OcA2bjRVaWwuYvnUZuYM0waf+i8+uJhhR/vbzGpj+mOI3Bl0x1FOoO1vOFG2B8lGCr4Rpo+vUICafFd6lCdLMq+vJdjkb7Etln7GO2PkW7m14JsOBrzv9WG2FHcTB81T5+pciEmymd9YTFNxrtKmxdCa8XKrqV9+phNWENBFfPhmMTGSfOVEzfeZi2v42r0KLsS2vGwPcUnjn2dLpf4UD9UzYzvT3St1ljIMcOOWAxvYXtGzyrigwq9OuskKsaFxCjFF24Goy427EcRn8Fy8ksZP+cXwVMXIVbIkpLh/GrUFBzkE5nNy0VIXeDFF2677IHB/oj+LSfzYKCfAv0sxHwy+00b0q9VmSJphfhqXAz8PhZa80IsdY8YPcrSOm6CXFzY1wCLsFxcxKbR5rAoatGSi4k/YIigEkJ1rTDaoOLAJ6uORjD0Sc0UGHZL7CqRCrVPPjjwxrzkw0JQXfiKlRDKhVxaoUU2qOIqfkp5MSYXRc6h7BoXSGEjAiWJ8k9ck3JSRnYjzSiv/lYZ5P/weShCoj4EyT8570IffI24GAIgThsxVQLMfusP0MYRqVfH0xBZ5T/Hv6+PYyeC028Ip1y3tEjKBytfsXwQ0Kw0A+OCH+oTXH4w6hohdKQP+EzhZ4dCfUi4q1ZJOfNDjr58GDEJ93mfeaDI0l8VMYWa8yls3F4Jjn6VP1U34OuwIJN4cHnNRvjIJn2tyF/CSFVm5Yt8Hhlk3tqPgBxTZcWmGDM+cMkHTSmlbHG60gXuPfLK/6t0ySGM1LnGBor43JAPbSrCEkvemK56/f/Bhcx7tuM8tgAAAABJRU5ErkJggg==)
NUMBER FORMAT EXECEPTION:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Week :.......SIMPLE MESSAGE IN APPLET:
import java.awt.*;
import java.applet.*;
/*<applet code="simple.class" width=600 height=500>
</applet>*/
public class simple extends Applet
{
public void init()
{
setBackground(Color.yellow);
}
public void paint(Graphics g)
{
g.drawString("Welcome To Applet",20,20);
g.drawString("This Is Komakula Ramesh",50,50);
}
}
OUTPUT:
![](data:image/png;base64,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)
Week :.......MOUSE HANDLING:
import java.awt.*;
import java.awt.event.*;
import java.applet.*;
/* <applet code="Lab16.class" height=500 width=500>
</applet>*/
public class Lab16 extends Applet implements MouseListener,MouseMotionListener
{
String msg;
int mouseX,mouseY;
public void init()
{
addMouseListener(this);
addMouseMotionListener(this);
msg=" ";
mouseX=0;
mouseY=0;
}
public void mouseEntered(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseEntered";
showStatus("Mouse Entered at "+mouseX+","+mouseY);
repaint();
}
public void mousePressed(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MousePressed";
showStatus("Mouse Pressed at"+mouseX+","+mouseY);
repaint();
}
public void mouseReleased(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseReleased";
showStatus("MouseReleased at"+mouseX+","+mouseY);
repaint();
}
public void mouseDragged(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseDragging";
showStatus("MouseDragging at"+mouseX+","+mouseY);
repaint();
}
public void mouseMoved(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MovingMouse";
showStatus("MovingMouse at"+me.getX()+","+me.getY());
repaint();
}
public void mouseClicked(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseClicked";
showStatus("MouseClicked at"+me.getX()+","+me.getY());
repaint();
}
public void mouseExited(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseExited";
showStatus("MouseClicked at"+me.getX()+","+me.getY());
repaint();
}
public void paint(Graphics g)
{
g.drawString(msg,mouseX,mouseY);
}
}
OUTPUT:
![](data:image/png;base64,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)
Week :.......Write a java program that implements a multi-thread application that has three threads.First
thread generates random integer every 1 second and if the value is even,second thread computes the square
of the number and prints.if the value is odd,the third thread will print the value of cube of the number.
import java.lang.*;
import java.util.*;
class Second extends Thread
{
int e;
public void run()
System.out.println(e*e);
{
}
Second(int j)
{
e=j;
}
}
class third extends Thread
{
int w;
public void run()
{
System.out.println(w*w*w);
}
third(int z)
{
w=z;
}
}
class first extends Thread
{
public void run()
{
for(int i=1;i<3;i++)
{
Random r=new Random();
int y=r.nextInt(1000);
System.out.println(y);
if(y%2==0)
{
Second s=new Second(y);
s.start();
try
{
sleep(1000);
}
catch(InterruptedException e)
{
}
}
}
try
{
sleep(1000);
}
catch(InterruptedException e)
{
}
}
}
public class dext
{
public static void main(String args[])
{
first fr=new first();
fr.start();
}
}
OUTPUT:
![](data:image/png;base64,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)
-----------------BY KOMAKULA RAMESH
Week :..1.....CALCULATOR PROGRAM:
import javax.swing.*;
import java.awt.*;
import java.awt.event.*;
public class calci extends JFrame implements ActionListener
{
JLabel l1,l2,l3;
JTextField t1,t2,t3;
JButton b1,b2,b3,b4,b5,b6;
calci()
{
Container c=getContentPane();
GridLayout grid=new GridLayout(6,4,0,0);
c.setLayout(grid);
l1=new JLabel("FIRST NO:");
add(l1);
t1=new JTextField(15);
add(t1);
l2=new JLabel("SECOND NO:");
add(l2);
t2=new JTextField(15);
add(t2);
l3=new JLabel("RESULT:");
add(l3);
t3=new JTextField(15);
add(t3);
b1=new JButton("ADD");
add(b1);
b1.addActionListener(this);
b2=new JButton("SUB");
add(b2);
b2.addActionListener(this);
b3=new JButton("MUL");
add(b3);
b3.addActionListener(this);
b4=new JButton("DIV");
add(b4);
b4.addActionListener(this);
b5=new JButton("MOD");
add(b5);
b5.addActionListener(this);
b6=new JButton("CLEAR");
add(b6);
b6.addActionListener(this);
c.add(l1);
c.add(t1);
c.add(l2);
c.add(t2);
c.add(l3);
c.add(t3);
c.add(b1);
c.add(b2);
c.add(b3);
c.add(b4);
c.add(b5);
c.add(b6);
}
public void actionPerformed(ActionEvent ae)
{
if(ae.getSource()==b1)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double Sum=x+y;
t3.setText(""+Sum);
}
if(ae.getSource()==b2)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double Sub=x-y;
t3.setText(""+Sub);
}
if(ae.getSource()==b3)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double mul=x*y;
t3.setText(""+mul);
}
if(ae.getSource()==b4)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double div=x/y;
t3.setText(""+div);
}
if(ae.getSource()==b5)
{
double x=Double.parseDouble(t1.getText());
double y=Double.parseDouble(t2.getText());
double rem=x%y;
t3.setText(""+rem);
}
if(ae.getSource()==b6)
{
t1.setText("");
t2.setText("");
t3.setText("");
}
}
public static void main(String args[])
{
calci calc=new calci();
calc.setSize(200,200);
calc.setVisible(true);
}
}
OUTPUT:
Week :....3...Develop an applet in Java that receives an integer in one text field, and computes its factorial value
and returns it in another text field, when the utto a ed Co pute is li ked.
PROGRAM:
import java.awt.*;
import java.awt.event.*;
import java.applet.Applet;
/*<applet code=".class" height=100 width=500></applet>*/
public class Af extends Applet implements ActionListener
{
TextField tf1;
TextField tf2;
Button b;
Label l;
public void init()
{
l=new Label("Enter the number & press the button");
tf1=new TextField("",5);
tf2=new TextField("",10);
b=new Button("compute");
add(l);
add(tf1);
add(tf2);
add(b);
b.addActionListener(this);
}
public void actionPerformed(ActionEvent ae)
{
String str=ae.getActionCommand();
String str1;
int fact=1;
if(str=="compute")
int n=Integer.parseInt(tf1.getText());
for(int i=1;i<=n;i++)
fact=fact*i;
str1=""+fact;
tf2.setText(str1);
}
}
}
EXECUTION:
C:\>javac af.java
C:\>appletviewer af.html
OUTPUT:
Week :.......Write a java program to create an absract class named Shape that contains two integers and
an empty method named PrintArea().Provide three classesnamed Rectangle,Triangle,Circle such
thatbeach one of the classes extebds the class Shape.Each one of the classes contains onlt the method
ptintArea() that prints the area of the given Shape.
PROGRAM:
import java.io.*;
import java.util.*;
abstract class Shape
{
int x=20,y=10;
abstract void printArea();
}
class Rectangle extends Shape
{
void printArea()
{
System.out.println(super.x*super.y);
}
}
class Triangle extends Shape
{
void printArea()
{
System.out.println(0.5*super.x*super.x);
}
}
class Circle extends Shape
{
void printArea()
{
System.out.println(3.1416*super.x*super.x);
}
}
class Test1
{
public static void main(String a[ ]) throws IOException
{
BufferedReader bf=new BufferedReader(new InputStreamReader(System.in));
System.out.println("enter the number");
String h=bf.readLine();
int ch=Integer.parseInt(h);
switch(ch)
{
case 1:
Rectangle e1=new Rectangle();
e1.printArea();
break;
case 2:
Triangle e2=new Triangle();
e2.printArea();
break;
case 3:
Circle e3=new Circle();
e3.printArea();
break;
default: System.out.println("Exited");
}
}}
OUTPUT:
----Week :.......TRAFFIC SIGNAL
PROGRAM:
import java.awt.*;
import java.awt.event.*;
import java.applet.*;
/*<applet code="TrafficSign.class" width=300 height=500>
</applet>*/
public class TrafficSign extends Applet implements ItemListener
{
CheckboxGroup cbg=new CheckboxGroup();
public void init()
{
Checkbox red,yellow,green;
red=new Checkbox("red",cbg,false);
yellow=new Checkbox("yellow",cbg,false);
green=new Checkbox("green",cbg,false);
add(red);
add(yellow);
add(green);
red.addItemListener(this);
yellow.addItemListener(this);
green.addItemListener(this);
}
public void update(Graphics g)
{
String msg=cbg.getSelectedCheckbox().getLabel();
String s1="red",s2="yellow",s3="green";
if(msg.equals(s1))
{
g.setColor(Color.red);
g.fillOval(100,120,80,80);
g.setColor(Color.white);
g.fillOval(100,240,80,80);
g.setColor(Color.white);
g.fillOval(100,360,80,80);
g.drawString(" Please Stop",100,100);
}
else if(msg.equals(s2))
{
g.setColor(Color.white);
g.fillOval(100,120,80,80);
g.setColor(Color.yellow);
g.fillOval(100,240,80,80);
g.setColor(Color.white);
g.fillOval(100,360,80,80);
g.drawString("Please Wait",100,230);
}
else if(msg.equals(s3))
{
g.setColor(Color.white);
g.fillOval(100,120,80,80);
g.setColor(Color.white);
g.fillOval(100,240,80,80);
g.setColor(Color.green);
g.fillOval(100,360,80,80);
g.drawString("Please GO GO.....",100,350);
}
}
public void paint(Graphics g)
{
g.drawRect(90,80,100,400);
g.fillRect(90,80,100,400);
g.setColor(Color.white);
g.drawOval(100,120,80,80);
g.fillOval(100,120,80,80);
g.drawOval(100,240,80,80);
g.fillOval(100,240,80,80);
g.drawOval(100,360,80,80);
g.fillOval(100,360,80,80);
g.drawString("Please GO...",200,200);
update(g);
}
public void itemStateChanged(ItemEvent ie)
{
repaint();
}
}
EXECUTION:
C:/>javac TrafficSign.java
C:/>Appletviewer Trafficsign.java
OUTPUT:
Week :.......DIVIDE PROGRM WITH EXECEPTIONS
import java.awt.*;
import java.awt.event.*;
import javax.swing.*;
class Lab19 extends JFrame implements ActionListener
{
private TextField tf1,tf2,tf3;
private Button div;
public static void main(String args[])
{
Lab19 f=new Lab19();
f.setSize(450,500);
f.setVisible(true);
}
public Lab19()
{
setTitle("Test");
setBackground(Color.yellow);
setForeground(Color.red);
Panel p1=new Panel();
p1.setLayout(new FlowLayout());
p1.add(new Label("Number1"));
p1.add(tf1=new TextField("",3));
p1.add(new Label("Number2"));
p1.add(tf2=new TextField("",3));
p1.add(new Label("RESULT"));
p1.add(tf3=new TextField("",3));
tf3.setEditable(false);
Panel p2=new Panel();
p2.setLayout(new FlowLayout());
p2.add(div=new Button("Divide"));
setLayout(new BorderLayout(30,40));
add("Center",p1);
add("South",p2);
div.addActionListener(this);
setDefaultCloseOperation(JFrame.EXIT_ON_CLOSE);
}
public void actionPerformed(ActionEvent e)
{
if(e.getSource()==div)
{
int num1=(Integer.parseInt(tf1.getText().trim()));
int num2=(Integer.parseInt(tf2.getText().trim()));
int num3=0;
try
{
num3=num1/num2;
tf3.setText(String.valueOf(num3));
}
catch(RuntimeException aex)
{
JOptionPane.showMessageDialog(null,aex.getMessage());
}
}
}
}
OUTPUT:
PERFECT EXECUTION:
ARITHMETIC EXECEPTIONPERFECT EXECUTION:
NUMBER FORMAT EXECEPTION:
Week :.......SIMPLE MESSAGE IN APPLET:
import java.awt.*;
import java.applet.*;
/*<applet code="simple.class" width=600 height=500>
</applet>*/
public class simple extends Applet
{
public void init()
{
setBackground(Color.yellow);
}
public void paint(Graphics g)
{
g.drawString("Welcome To Applet",20,20);
g.drawString("This Is Komakula Ramesh",50,50);
}
}
OUTPUT:
Week :.......MOUSE HANDLING:
import java.awt.*;
import java.awt.event.*;
import java.applet.*;
/* <applet code="Lab16.class" height=500 width=500>
</applet>*/
public class Lab16 extends Applet implements MouseListener,MouseMotionListener
{
String msg;
int mouseX,mouseY;
public void init()
{
addMouseListener(this);
addMouseMotionListener(this);
msg=" ";
mouseX=0;
mouseY=0;
}
public void mouseEntered(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseEntered";
showStatus("Mouse Entered at "+mouseX+","+mouseY);
repaint();
}
public void mousePressed(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MousePressed";
showStatus("Mouse Pressed at"+mouseX+","+mouseY);
repaint();
}
public void mouseReleased(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseReleased";
showStatus("MouseReleased at"+mouseX+","+mouseY);
repaint();
}
public void mouseDragged(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseDragging";
showStatus("MouseDragging at"+mouseX+","+mouseY);
repaint();
}
public void mouseMoved(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MovingMouse";
showStatus("MovingMouse at"+me.getX()+","+me.getY());
repaint();
}
public void mouseClicked(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseClicked";
showStatus("MouseClicked at"+me.getX()+","+me.getY());
repaint();
}
public void mouseExited(MouseEvent me)
{
mouseX=me.getX();
mouseY=me.getY();
msg="MouseExited";
showStatus("MouseClicked at"+me.getX()+","+me.getY());
repaint();
}
public void paint(Graphics g)
{
g.drawString(msg,mouseX,mouseY);
}
}
OUTPUT:
Week :.......Write a java program that implements a multi-thread application that has three threads.First
thread generates random integer every 1 second and if the value is even,second thread computes the square
of the number and prints.if the value is odd,the third thread will print the value of cube of the number.
import java.lang.*;
import java.util.*;
class Second extends Thread
{
int e;
public void run()
System.out.println(e*e);
{
}
Second(int j)
{
e=j;
}
}
class third extends Thread
{
int w;
public void run()
{
System.out.println(w*w*w);
}
third(int z)
{
w=z;
}
}
class first extends Thread
{
public void run()
{
for(int i=1;i<3;i++)
{
Random r=new Random();
int y=r.nextInt(1000);
System.out.println(y);
if(y%2==0)
{
Second s=new Second(y);
s.start();
try
{
sleep(1000);
}
catch(InterruptedException e)
{
}
}
}
try
{
sleep(1000);
}
catch(InterruptedException e)
{
}
}
}
public class dext
{
public static void main(String args[])
{
first fr=new first();
fr.start();
}
}
OUTPUT:
-----------------BY KOMAKULA RAMESH
Subscribe to:
Posts (Atom)