tag:blogger.com,1999:blog-57409156021885084272024-02-03T01:38:56.912+05:30Arshad PathanCreative TechnologistArshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comBlogger410125tag:blogger.com,1999:blog-5740915602188508427.post-31455204871857577322021-08-18T11:07:00.000+05:302021-08-18T11:07:06.399+05:30LM35 temperature sensor | Arduino Code | Prefect stable reading | Random reading troubleshooting<!--Google Ad BEGIN-->
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<!--Google Ad END--><h2 style="height: 0px; text-align: left;">LM35 temperature sensor | Arduino Code | Prefect stable reading | Random reading troubleshooting</h2><div><br /></div><div><br /></div><div><br /></div><div><div>Temp sensing and toggling the output on threshold</div><div>This logic is prefect for overdrive the jitter output</div><div><br /></div></div><div><br /></div><div><br /></div><div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKKsiQwntXQ0qYNOm5YU90SaXG9q_FUGe4kIj8hPJhwzAMCaXu6TFlQONLaWEnaTcKpBsTEEqGJTjVu8mAQmfIdOaxCV3yBEDVBDiFLV596mmbGTIzzDTJdup6-9AUTTpQzkpuEgz82D5w/s700/1_moqdzV8GLJvaOPR1equngw.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="393" data-original-width="700" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKKsiQwntXQ0qYNOm5YU90SaXG9q_FUGe4kIj8hPJhwzAMCaXu6TFlQONLaWEnaTcKpBsTEEqGJTjVu8mAQmfIdOaxCV3yBEDVBDiFLV596mmbGTIzzDTJdup6-9AUTTpQzkpuEgz82D5w/w497-h280/1_moqdzV8GLJvaOPR1equngw.jpeg" width="497" /></a></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQmUnzcPAGEo1jQQ4cJxd-kPAyPzirTCroinyoDkucQfB7PpbPVwbhxNkZcJnCOAKTnyolGm-z4Edw5g-KLGK89f6w_7O5ffNgadFGQDqR42DkWZvaB_UnydH-t0b6OiAbr_RcKu56nMMp/s809/LM35_Sensor.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="609" data-original-width="809" height="378" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQmUnzcPAGEo1jQQ4cJxd-kPAyPzirTCroinyoDkucQfB7PpbPVwbhxNkZcJnCOAKTnyolGm-z4Edw5g-KLGK89f6w_7O5ffNgadFGQDqR42DkWZvaB_UnydH-t0b6OiAbr_RcKu56nMMp/w502-h378/LM35_Sensor.JPG" width="502" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuw5XXTuZms_nR1LZuAg3_LCxFE24K1WA9biEfv1vNx7Zk4tg_VGsshJbOeEl37JFvX-aiYJ2ROPldInlb6rc4DrIvjIJnnqGOkKuC80rZpqT03VxPBVOu9AqOMGTSyCPXHLcdr6cKiFsc/s320/2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="266" data-original-width="320" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuw5XXTuZms_nR1LZuAg3_LCxFE24K1WA9biEfv1vNx7Zk4tg_VGsshJbOeEl37JFvX-aiYJ2ROPldInlb6rc4DrIvjIJnnqGOkKuC80rZpqT03VxPBVOu9AqOMGTSyCPXHLcdr6cKiFsc/s0/2.jpeg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;"><div>After I connected the three jumper wires from the LM35 on the breadboard to the 5V, A5 and GND pins on the Arduino, and uploaded the code to display a temperature every second to the serial console, the numbers alternated between zeroes and random numbers. The number I expected to see was 28°C degrees, the ambient temperature for my home office.</div><div><br /></div><div>After reading numerous comments that the circuit doesn’t work and plenty of bad advice on how to fix it, I came across a comment that pinpointed the real problem: all those how-to articles were nothing more than copy-and-paste click bait for the websites.</div><div><br /></div><div>The LM35DZ comes in a TO-92 package like a transistor. A plastic cylinder body with one side flat and three pins poking out from the bottom. It’s quite easy to connect power and ground backwards. The best way to remember pinout is to look at the flat side of the LM35: left pin is power, center pin is output, and right pin is ground.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG-VwCOIsyEuzW63JHdI89IJclzOmhbbFaJkIT_sJwW_KYpoWnceTTnuncwx_fhrGIikPHXpFq_D74uPlNtHJqYP8PJ6uJoxLG9_dyxK3KodvlF6JNGi_Msd9xhgdti8KBEq1oQ2t6L4CM/s600/23.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="200" data-original-width="600" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG-VwCOIsyEuzW63JHdI89IJclzOmhbbFaJkIT_sJwW_KYpoWnceTTnuncwx_fhrGIikPHXpFq_D74uPlNtHJqYP8PJ6uJoxLG9_dyxK3KodvlF6JNGi_Msd9xhgdti8KBEq1oQ2t6L4CM/w532-h178/23.jpeg" width="532" /></a></div><br /><div><div>The LM35 supposed to be a remote sensor at the end of a coaxial cable (one wire with grounded shielding). One way to stop the cable from acting like an antenna that interferes with the sensor is to add a resistor-capacitor (R-C) damper between out and ground. A bypass capacitor across power and ground eliminates unwanted electromagnetic interference (EMI).</div><div><br /></div><div>Adding those three components fixed the LM35 as a temperature sensor for the Arduino.</div></div></div><div><br /></div><div><div>After looking at so many how-to articles, I settled on “Reading the Room Temperature with an LM35 Sensor” by restating as the basis for my own project. It clearly explains how the LM35 works, uses the Arduino's internal voltage reference for better accuracy, and the copy-and-paste code works without modification with the revised circuit.</div><div><br /></div><div>The LM35 in the revised circuit takes several minutes for the numbers to settle down and then consistently report the room temperature in the serial console.</div></div><br /><div><br /></div><div>LM35 Datasheet : <a href="https://www.ti.com/lit/ds/symlink/lm35.pdf">https://www.ti.com/lit/ds/symlink/lm35.pdf</a></div><div><br /></div><div>Code:</div><div><br /></div><div><div><br /></div><div><span style="font-family: courier;">/*</span></div><div><span style="font-family: courier;"> Temp sensing and toggling the output on threshold</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> This logic is prefect for overdrive the jitter output</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> Author: arshad.pathan@gmail.com</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">*/</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">#define TEMP_SNS_PIN 0</span></div><div><span style="font-family: courier;">#define TEMP_THRESHOLD 40</span></div><div><span style="font-family: courier;">#define TEMP_COOL_THRESHOLD 38</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">#define TIMER_LED 9</span></div><div><span style="font-family: courier;">#define TEMP_LED 10</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">volatile float tempC = 0;</span></div><div><span style="font-family: courier;">volatile int reading = 0;</span></div><div><span style="font-family: courier;">String mode = "";</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">volatile boolean temp_overshoot = false;</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">void setup() {</span></div><div><span style="font-family: courier;"> // initialize serial communications at 9600 bps:</span></div><div><span style="font-family: courier;"> Serial.begin(9600);</span></div><div><span style="font-family: courier;"> //for temp sensing</span></div><div><span style="font-family: courier;"> analogReference(INTERNAL);</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> pinMode(LED_BUILTIN, OUTPUT);</span></div><div><span style="font-family: courier;"> pinMode(TIMER_LED, OUTPUT);</span></div><div><span style="font-family: courier;"> pinMode(TEMP_LED, OUTPUT);</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> for (int i = 0; i < 10; i++) {</span></div><div><span style="font-family: courier;"> digitalWrite(LED_BUILTIN, HIGH); // turn the LED on (HIGH is the voltage level)</span></div><div><span style="font-family: courier;"> digitalWrite(TIMER_LED, HIGH);</span></div><div><span style="font-family: courier;"> digitalWrite(TEMP_LED, HIGH);</span></div><div><span style="font-family: courier;"> delay(100); // wait for a second</span></div><div><span style="font-family: courier;"> digitalWrite(LED_BUILTIN, LOW); // turn the LED off by making the voltage LOW</span></div><div><span style="font-family: courier;"> digitalWrite(TIMER_LED, LOW);</span></div><div><span style="font-family: courier;"> digitalWrite(TEMP_LED, LOW);</span></div><div><span style="font-family: courier;"> delay(100);</span></div><div><span style="font-family: courier;"> }</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> digitalWrite(LED_BUILTIN, HIGH); // turn the LED on (HIGH is the voltage level)</span></div><div><span style="font-family: courier;"> digitalWrite(TIMER_LED, HIGH);</span></div><div><span style="font-family: courier;"> digitalWrite(TEMP_LED, HIGH);</span></div><div><span style="font-family: courier;">}</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">void loop() {</span></div><div><span style="font-family: courier;"> read_temp();</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> if (temp_overshoot == false) {</span></div><div><span style="font-family: courier;"> if (tempC > TEMP_THRESHOLD) {</span></div><div><span style="font-family: courier;"> temp_overshoot = true;</span></div><div><span style="font-family: courier;"> }</span></div><div><span style="font-family: courier;"> }</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> if (temp_overshoot) {</span></div><div><span style="font-family: courier;"> if (tempC < TEMP_COOL_THRESHOLD) {</span></div><div><span style="font-family: courier;"> temp_overshoot = false;</span></div><div><span style="font-family: courier;"> } else {</span></div><div><span style="font-family: courier;"> mode = "RED";</span></div><div><span style="font-family: courier;"> }</span></div><div><span style="font-family: courier;"> } else {</span></div><div><span style="font-family: courier;"> mode = "GREEN";</span></div><div><span style="font-family: courier;"> }</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> Serial.print("sensor = ");</span></div><div><span style="font-family: courier;"> Serial.print(tempC);</span></div><div><span style="font-family: courier;"> Serial.print("\t mode = ");</span></div><div><span style="font-family: courier;"> Serial.print(mode);</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"> Serial.println();</span></div><div><span style="font-family: courier;"> delay(20);</span></div><div><span style="font-family: courier;">}</span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;"><br /></span></div><div><span style="font-family: courier;">/*s************************************************</span></div><div><span style="font-family: courier;"> Read Temp</span></div><div><span style="font-family: courier;"> *************************************************/</span></div><div><span style="font-family: courier;">void read_temp() {</span></div><div><span style="font-family: courier;"> reading = analogRead(TEMP_SNS_PIN);</span></div><div><span style="font-family: courier;"> tempC = reading / 9.31;</span></div><div><span style="font-family: courier;">}</span></div></div><!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-55610258294562556952021-06-17T17:10:00.001+05:302021-06-17T17:11:43.262+05:30Income Tax Slab Rates for FY 20-21 (AY 2021-22 )<div><br /></div><!--Google Ad BEGIN-->
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<div itemscope="" itemtype="http://schema.org/Table" style="background-color: white; box-sizing: border-box; margin-top: 20px;">
<h4 style="box-sizing: border-box; color: inherit; font-family: inherit; font-size: 18px; line-height: 1.1; margin-bottom: 10px; margin-top: 10px;">
Income tax slab rate applicable for New Tax regime – Financial year 2020-2021, Assessment year 2021-2022 </h4><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhESx4OBtBimwhwQkX15vVSLE9eaMfX5LuQwS1z-tIc0Km3BuYPC7CXVOsOBICc53iSxV249bb6tnZYuD5vhHFf13806CT5hAxm3e1HdoIGr3lk6GWgGkTxUSee3bOPS8ytX-joyHsS7We1/s2048/tax.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhESx4OBtBimwhwQkX15vVSLE9eaMfX5LuQwS1z-tIc0Km3BuYPC7CXVOsOBICc53iSxV249bb6tnZYuD5vhHFf13806CT5hAxm3e1HdoIGr3lk6GWgGkTxUSee3bOPS8ytX-joyHsS7We1/s320/tax.jpg" width="320" /></a></div><br /><div style="color: #333333; font-family: "Source Sans Pro", sans-serif; font-size: 18px;"><br /></div><div><span face="Source Sans Pro, sans-serif" style="color: #333333;"><span style="font-size: 18px;">Here you find the chart of Income Tax Slab for AY 2020-21 in case of Individual and HUF assessee.</span></span></div><div><span face="Source Sans Pro, sans-serif" style="color: #333333;"><span style="font-size: 18px;"><br /></span></span></div>
<table class="col-md-12 table-striped table-bordered mt10 mb10" style="background-color: transparent; border-collapse: collapse; border-spacing: 0px; border: 1px solid rgb(221, 221, 221); color: #333333; float: left; font-family: "Source Sans Pro", sans-serif; font-size: 18px; margin-bottom: 10px; margin-top: 10px; min-height: 1px; padding-left: 15px; padding-right: 15px; position: relative; width: 100%;">
<thead style="box-sizing: border-box;">
<tr style="background-color: #bcdff3; box-sizing: border-box;">
<th class="table-data" style="border-color: rgb(221, 221, 221); border-image: initial; border-style: solid; border-width: 1px 1px 2px; box-sizing: border-box; padding: 8px; text-align: left;">
Income Tax Slab</th>
<th class="table-data" style="border-color: rgb(221, 221, 221); border-image: initial; border-style: solid; border-width: 1px 1px 2px; box-sizing: border-box; padding: 8px; text-align: left;">
New Regime Income Tax Slab Rates for FY 2020-21<br style="box-sizing: border-box;" /><small style="box-sizing: border-box; font-size: 15.3px;">(Applicable for All Individuals &
HUF)</small></th>
</tr>
</thead>
<tbody style="box-sizing: border-box;">
<tr style="box-sizing: border-box; font-weight: bold;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs 0.0 – Rs
2.5 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">NIL</td>
</tr>
<tr style="box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs 2.5
lakhs- Rs 3.00 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">
5% <small style="box-sizing: border-box; font-size: 15.3px;">(tax rebate u/s 87a is
available)</small></td>
</tr>
<tr style="background-color: #f9f9f9; box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs. 3.00
lakhs – Rs 5.00 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">
5% <small style="box-sizing: border-box; font-size: 15.3px;">(tax rebate u/s 87a is
available)</small></td>
</tr>
<tr style="box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs. 5.00
lakhs- Rs 7.5 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">10%</td>
</tr>
<tr style="background-color: #f9f9f9; box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs 7.5 lakhs
– Rs 10.00 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">15%</td>
</tr>
<tr style="box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs 10.00
lakhs – Rs. 12.50 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">20%</td>
</tr>
<tr style="background-color: #f9f9f9; box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">Rs. 12.5
lakhs- Rs. 15.00 Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">25%</td>
</tr>
<tr style="box-sizing: border-box;">
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">> Rs. 15
Lakhs</td>
<td class="table-data" style="border: 1px solid rgb(221, 221, 221); box-sizing: border-box; padding: 8px;">30%</td>
</tr>
</tbody>
</table>
</div>
</div><br />
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TAX CALCULATOR INDIA<div><br /></div><div>Tax calculator official website<br /><div><br />
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https://www.incometaxindia.gov.in/pages/tools/tax-calculator.aspx</a><div><br /></div><div><br /></div><div>Income-tax Rules</div><div><br /></div><div><a href="https://www.incometaxindia.gov.in/Pages/rules/income-tax-rules-1962.aspx">https://www.incometaxindia.gov.in/Pages/rules/income-tax-rules-1962.aspx</a><br /><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.incometaxindia.gov.in/pages/tools/tax-calculator.aspx" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="574" data-original-width="740" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_Pg6lr7Q9WRPzNshjQ6nBn9zx9n1mrZXLIefDAooOOV1PstG3u8P3ujG0y9e-Lhb2pdYkoDk3DCZii7kANX6aDA_amwMPi9shKNpvLpIfq-ilKX7nK6t09PPWxr7RiRwn6Bxm2SH3ZlWM/s16000/IT+Web.jpg" /></a></div><br /><br /><br /></div><div><br /><div><a href="http://www.addthis.com/bookmark.php" onclick="window.open('http://www.addthis.com/bookmark.php?wt=nw&pub=arshad.pathan&url='+encodeURIComponent(location.href)+'&title='+encodeURIComponent(document.title), 'addthis', 'scrollbars=yes,menubar=no,width=620,height=520,resizable=yes,toolbar=no,location=no,status=no,screenX=200,screenY=100,left=200,top=100'); return false;" target="_blank" title="Bookmark using any bookmark manager!"><img alt="AddThis Social Bookmark Button" border="0" height="16" src="http://s9.addthis.com/button1-bm.gif" width="125" /></a>
<!--AddThis Bookmark Button END--></div></div></div></div></div><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0India20.593684 78.96288-7.7165498361788458 43.80663 48.903917836178849 114.11913tag:blogger.com,1999:blog-5740915602188508427.post-20877746159525906982021-06-17T11:39:00.000+05:302021-06-17T11:39:00.666+05:30avrdude: stk500_page_write(): (a) protocol error, expect=0x14, resp=0x10 | Avrdude Second time uploading problem <div><br /></div><!--Google Ad BEGIN-->
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<!--Google Ad END--><div>Avrdude Second time uploading problem </div><div><br /></div>
avrdude: stk500_page_write(): (a) protocol error, expect=0x14, resp=0x10 <div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5oyRX1AYHmkUiA5ix0SIMPIvxCKm4h2y3Q3qikKDqIz7TAgmS28H3PLRg2MgU8igr33VFWaV4TA6A6-VczuI2P_-KiezuBn1hJORrOPbDyvVYY9gM9n5HUxeJQNAnSZkF1nHliITznCgd/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="224" data-original-width="606" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5oyRX1AYHmkUiA5ix0SIMPIvxCKm4h2y3Q3qikKDqIz7TAgmS28H3PLRg2MgU8igr33VFWaV4TA6A6-VczuI2P_-KiezuBn1hJORrOPbDyvVYY9gM9n5HUxeJQNAnSZkF1nHliITznCgd/w640-h236/image.png" width="640" /></a></div><div><br /></div><ul>
<li><strong>PROBLEM:</strong> On first time upload uploading process was done properly, on second time upload got this message <strong>avrdude: stk500_page_write(): (a) protocol error, expect=0x14, resp=0x10</strong></li>
<li><strong>Possible Problem:</strong> Over size of bootloader</li>
<li><strong>Solution:</strong> Use hex file without bootloader in final .hex file and use this command</li>
<li><strong>Reference:</strong> <a href="https://forum.arduino.cc/t/avrdude-stk500_paged_write-a-protocol-error-expect-0x14-resp-0x10/635152/2"></a><a href="https://forum.arduino.cc/t/avrdude-stk500_paged_write-a-protocol-error-expect-0x14-resp-0x10/635152/2">https://forum.arduino.cc/t/avrdude-stk500_paged_write-a-protocol-error-expect-0x14-resp-0x10/635152/2</a></li><li><strong>-D Parameter:</strong> Disable flash erase, Do not write bootloader</li>
</ul>
<blockquote>
<p>[TETED COMMAND]
<strong>avrdude -patmega328p -carduino -PCOM6 -b115200 -D -Uflash:w:stringray_32u_acw_spd_06_wb.hex:i</strong></p></blockquote><br /><div><a href="http://www.addthis.com/bookmark.php" onclick="window.open('http://www.addthis.com/bookmark.php?wt=nw&pub=arshad.pathan&url='+encodeURIComponent(location.href)+'&title='+encodeURIComponent(document.title), 'addthis', 'scrollbars=yes,menubar=no,width=620,height=520,resizable=yes,toolbar=no,location=no,status=no,screenX=200,screenY=100,left=200,top=100'); return false;" target="_blank" title="Bookmark using any bookmark manager!"><img alt="AddThis Social Bookmark Button" border="0" height="16" src="http://s9.addthis.com/button1-bm.gif" width="125" /></a>
<!--AddThis Bookmark Button END--></div></div><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0India20.593684 78.96288-7.7165498361788458 43.80663 48.903917836178849 114.11913tag:blogger.com,1999:blog-5740915602188508427.post-27528740645069979452021-02-11T16:06:00.002+05:302021-02-11T16:17:50.195+05:30Chart of Governors of Gujarat [ INDIA ]<!--Google Ad BEGIN-->
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Chart of Governors of Gujarat [ INDIA ]<div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAQx0HIkp1dj7j9Jvb4pC3H_N9-A7PeNDE-0ALGwFxeBmcmDRoLclDujvz3fGffQSH-erMIcCLULLN2zcFtUVZe1PtfXQXESkQ_TChNvXf_GhmopI_l3Jp7xYXbEQdbc5TaVYWPhjz0Azp/s2048/governer%2527s+of+Gujarat.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1251" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAQx0HIkp1dj7j9Jvb4pC3H_N9-A7PeNDE-0ALGwFxeBmcmDRoLclDujvz3fGffQSH-erMIcCLULLN2zcFtUVZe1PtfXQXESkQ_TChNvXf_GhmopI_l3Jp7xYXbEQdbc5TaVYWPhjz0Azp/w390-h640/governer%2527s+of+Gujarat.jpg" width="390" /></a></div><br /><h3 style="text-align: center;"><a href="https://drive.google.com/file/d/1-ZGGRQS1sxzlyUW03uDNL093jIAEfqIV/view?usp=sharing" target="_blank">Download Link</a></h3><div><br /><div><br /></div><div><br /><div><a href="http://www.addthis.com/bookmark.php" onclick="window.open('http://www.addthis.com/bookmark.php?wt=nw&pub=arshad.pathan&url='+encodeURIComponent(location.href)+'&title='+encodeURIComponent(document.title), 'addthis', 'scrollbars=yes,menubar=no,width=620,height=520,resizable=yes,toolbar=no,location=no,status=no,screenX=200,screenY=100,left=200,top=100'); return false;" target="_blank" title="Bookmark using any bookmark manager!"><img alt="AddThis Social Bookmark Button" border="0" height="16" src="http://s9.addthis.com/button1-bm.gif" width="125" /></a>
<!--AddThis Bookmark Button END--></div></div></div><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-61470501703627819292020-10-07T11:40:00.002+05:302020-10-07T11:44:32.885+05:30Wordpres Solution | wp-login.php Error thrown | Cannot create references to/from string offsets<div><br /></div><!--Google Ad BEGIN-->
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<h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;"><br /></h2><h2 style="text-align: left;">Wordpres Solution for wp-login.php Error thrown Cannot create references to/from string offsets </h2><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><img alt="" data-original-height="1200" data-original-width="1200" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4svCvYOkU5VJdSAH-k52JlpriGD5FlY2lXlCsB1qj7xhs7WBckpHp8iUjOXKGOvnX2_O1LHuA51szcJ9ypqqX3DomVxE9oleAXT7KksZzgUIx8oa4cEu8lbgNOR4xuik0XxlHu99NcAQ-/w158-h158/image.png" width="158" /> <img alt="" data-original-height="159" data-original-width="416" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgBsS8lwLWCH2IX45-lYdT690C8TMHrucwWIxRqo7_hZBm5icE9KOKRCEQxyC9eAA8-Y5JztHfEZXdY-K1Y5gQFnZgvpuY_t8wLgE7BraWtbQKlKE-uKilgJUxrhzn6CRH-AxlrxXFmIbv/w420-h160/image.png" style="text-align: center;" width="420" /></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><ol><li style="text-align: left;">Login to CPanel and go to file manager.</li><li style="text-align: left;">Backup the wp-login.php file.</li><li style="text-align: left;">Download the wp-login.php file and edit it.</li><li style="text-align: left;">find out this line in wp-login.php [<span style="background-color: #ffdddd; color: #444444; font-family: monospace; font-size: 11px;"> $user = wp_signon( </span><del style="background: rgb(238, 153, 153); font-family: monospace; font-size: 11px; text-decoration-line: none;">''</del><span style="background-color: #ffdddd; color: #444444; font-family: monospace; font-size: 11px;">, $secure_cookie );</span>] </li><li style="text-align: left;">Replace the line with this line in wp-login.php [<span style="background-color: #ddffdd; color: #444444; font-family: monospace; font-size: 11px;"> $user = wp_signon( </span><ins style="background: rgb(153, 238, 153); font-family: monospace; font-size: 11px; text-decoration-line: none;">array()</ins><span style="background-color: #ddffdd; color: #444444; font-family: monospace; font-size: 11px;">, $secure_cookie );</span>]</li><li style="text-align: left;">Upload the wp-login.php file</li><li style="text-align: left;">Done</li></ol><div style="text-align: left;">#wordpress</div><div style="text-align: left;">#Error thrown</div><div style="text-align: left;">#wordpress login error</div><div style="text-align: left;">#Cannot create references to/from string offsets</div><div style="text-align: left;"><br /></div></div><br /></div><br />
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<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="352" src="https://www.youtube.com/embed/Rq_Bj32soVQ" width="546" youtube-src-id="Rq_Bj32soVQ"></iframe></div><br /><div><br /></div><div><br /></div><div>NUMBER OF SPEEDS: Single speed</div><div>FRAME TYPE: Steel frame</div><div>SUSPENSION TYPE: Rigid suspension</div><div>TYPE OF BRAKES: vBrakes</div><div>NUMBER OF CHAINRINGS: Single chainring</div><div>WHEEL SIZE: 26"</div><div>LEVEL OF PRACTICE: BEGINNER</div><div><br /></div><div><div>Why should I buy this bike ?</div><div>The bike has a quick-release on the front wheel and the seat for toolless adjustment and easy wheel removal for fixing punctures and transportation. The bike is supported on a rigid steel frame. The bike has aluminum wheels that prevent rusting and reduces the weight of the cycle. The front crank has a plastic chain guard which helps keep grease away from your ankles or shoes. The "two-fingers" breaking system decreases stress on your hands. The cycle has an ergo saddle comfortable on long rides</div><div><br /></div><div><br /></div><div>Why Should I Choose A ROCKRIDER Cycle?</div><div>All ROCKRIDER cycles are tested by a team of ROCKRIDER cyclists. All observations are noted and worked on to improve the cycle. This helps our customers get the best cycling experience. All your spares are under one roof and our workshop team will take complete care of your bicycle. Customer feedback is very important to us. We listen to our customers to improve our product design.</div><div><br /></div><div><br /></div><div>Frame</div><div>The comfortable unisex steel frame geometry. The diamond frame design provides rigidity. The frame is coated with royal blue paint to complement the graphics on the frame, designed in India for India. We provide a lifetime warranty on frame and fork.</div><div><br /></div><div><br /></div><div>Fork</div><div>Curved fork to absorb vibrations and give more rigidity. We also have a lifetime warranty on the fork.</div><div><br /></div><div><br /></div><div>Drive train</div><div>Single speed drive train optimized for flat roads and slight gradients.</div><div><br /></div><div><br /></div><div>Brakes</div><div>Caliper V-brakes with pads that can be used in both dry and wet conditions. Brake levers come in black colour to match the aesthetics of the handlebar.</div><div><br /></div><div><br /></div><div>Handlebar</div><div>Steel handlebar with a smooth finish on the stem. Integrated handlebar at the stem for more strength and aesthetics. The U-shaped handlebars provide the right riding position for the cyclist. The handlebars are 63 cm in length which makes it easy to control the bike. Steel headset system allows for better strength and stability in the event of a frontal impact.</div><div><br /></div><div><br /></div><div>Saddle</div><div>ROCKRIDER Sport ergonomic foam saddle. Steel welded seat post for added safety. Collar clamp diameter = 28.6mm; seat post diameter = 25.25 mm. Quick-release system for tool-less adjustment of the seat.</div><div><br /></div><div><br /></div><div>Wheels</div><div>Anodized black aluminium single-walled rims. Anodizing prevents rust and de-colorizing of the aluminium rim over time. The front wheel comes with quick-release for easy removal of the wheel for transportation and puncture repair.</div><div><br /></div><div><br /></div><div>Tyres</div><div>Ralson: 26X 1.95 CRAZE tires for good grip in both dry and wet conditions.</div><div>Bottom bracket / Pedals</div><div>Steel bottom bracket for better rolling and longer life leading to lesser maintenance cost. Flat pedals with grooves for grip and broad on the floor to firmly place the feet.</div><div><br /></div><div>#Decathlon #Rockrider #ST20 #Review #Height #Selection #UserReview #Cycle #BestCycle #TopCycle #CycleSelection #Ahmedabad#LowFrame #26T #BudgetCycle</div></div><div><br /></div>
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<!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comtag:blogger.com,1999:blog-5740915602188508427.post-16984437546540454832020-09-24T10:02:00.005+05:302020-09-24T10:02:39.091+05:30Explanation of Rain Forest by Furkan Pathan<!--Google Ad BEGIN-->
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<div>Explanation of Rain Forest by Furkan Pathan</div><div><br /></div><div>» Tropical rainforests are forests with tall trees, warm climate, and lots of rain. In some rainforests it rains more than one inch every day! </div><div><br /></div><div>» Rainforests are found in the tropics, the region between the Tropic of Capricorn and Tropic of Cancer. In this region the sun is very strong and shines about the same amount of time every day all year long making the climate warm and stable. Brazil, Congo, Peru, Indonesia, Colombia, Papua, New Guinea, Venezeula, Bolivia, Mexico, and Suriname.</div><div><br /></div><div>» Heavy rainfall and lots of sunlight makes rainforests are covered with trees and plants. The leaves of the canopy often make the ground layer of the rainforest a dark and humid place. However, despite its constant shade. </div><div><br /></div><div>» Because rainforests are located in tropical regions, they receive a lot of sunlight. This sunlight is converted to energy by plants through the process of photosynthesis. Since there is a lot of sunlight, that means there is a lot of energy in the rainforest. This energy is stored in plant vegetation which is eaten by animals. Because there is a lot of food there are many species of plants and animals. </div><div><br /></div><div>» Plants found in rainforests: Kapok tree, Bromeliad, Orchid, Banana-type tree, Palm tree, Insectivorous plant, Corpse lily etc.</div><div><br /></div><div>» Animals found in rainforests: 150 species of beetles, Leaf-cutterants termites, Anacondas, Birds, Bats, Agoutis, Tapirs Monkeys, Three-toed sloth, Jaguar etc.</div><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/WzrXxz1jbzY" width="534" youtube-src-id="WzrXxz1jbzY"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">#RainForest #ScienceProjects #ShreyasFoundation #Kids #Projects</div><br /><div><br /></div>
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<!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comtag:blogger.com,1999:blog-5740915602188508427.post-54043480340233999322020-09-24T10:00:00.003+05:302020-09-24T10:03:10.337+05:30Experience with Rain Gauge by Furkan Pathan.<!--Google Ad BEGIN-->
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<div>Experience with Rain Gauge by Furkan Pathan.</div><div><br /></div><div>» Rain gages have been designed as meteorological tools to measure the amount of typical precipitation reaching the ground, unobstructed by surface effects.</div><div><br /></div><div>» Most standard rain gauges have a wide funnel leading into the cylinder and are calibrated so that one-tenth of an inch of rain measures one inch when it collects inside. The funnel is 10 times the cross-sectional area of the tube. </div><div>Rainfall as low as . 01 inches can be measured with this instrument.</div><div><br /></div><div>» The sum of daily rainfall calculated from rainfall records equates to total annual rainfall. Knowing the average rainfall for an area helps farmers make decisions about planting, harvesting, and irrigating crops.</div><div><br /></div><div>» Measuring cylinder rain gauge: Glass measuring cylinder only for rain gauge. Graduated to measure from 0 to 10mm of rain from a 5 inch rain gauge.</div><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/szRA6KEtoYg" width="500" youtube-src-id="szRA6KEtoYg"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">#RainGauge #ScienceProjects #ShreyasFoundation #Kids #Projects #DIY #RainFallCalculation</div><br /><div><br /></div>
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<!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comtag:blogger.com,1999:blog-5740915602188508427.post-90638020508604258282020-09-24T09:58:00.003+05:302020-09-24T10:03:20.575+05:30Science Fair Shreyas Foundation<!--Google Ad BEGIN-->
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<div>Furkan Pathan @ science Fair, Shreyas Foundation</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/TJJwXlapEHQ" width="529" youtube-src-id="TJJwXlapEHQ"></iframe></div><br /><div><br /></div><div><br /></div><div>#FoodChain #ScienceProjects #ShreyasFoundation #Kids #Projects #DIY</div>
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<!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comtag:blogger.com,1999:blog-5740915602188508427.post-65766105941905324922020-08-23T18:14:00.004+05:302020-08-23T18:17:33.997+05:30 Apple Catch by FAP<div style="text-align: center;"><iframe allowfullscreen="" allowtransparency="true" frameborder="0" height="402" scrolling="no" src="https://scratch.mit.edu/projects/419658772/embed" width="485"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div>1). Use left and right arrow keys to move the basket.</div><div>2). Press the space bar to make your score zero or to restart the game.</div><div>3). The game will end at the score of 500. This is the winner.</div><div>4). There are surprise of golden Apples, you have to collect it.</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQdVll8ITz9uNjjwEFStrctWHSLCMSOJ6cr9aoklc1_FH_oy-6ncv4pILxaGktWvQazs8vf_Z-16wD1emXKxULNj91SdoAJkajC4EENlhfx_vy38QXzjL5_CtCeQ7IQwFXa0k0vNIBDayh/s491/Capture.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="491" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQdVll8ITz9uNjjwEFStrctWHSLCMSOJ6cr9aoklc1_FH_oy-6ncv4pILxaGktWvQazs8vf_Z-16wD1emXKxULNj91SdoAJkajC4EENlhfx_vy38QXzjL5_CtCeQ7IQwFXa0k0vNIBDayh/s0/Capture.JPG" /></a></div><div><br /></div><div>Game designed by Furkan Pathan</div></div>
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<h4 style="clear: both; text-align: left;">How to solve the problem of stepper motor overheating</h4><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7bMI52WyfTO4yVn_2F21qYRPm4nqhOtRfuC5nem8FyukcCoDICR9qz6ljykOPg9Z6ktRifrh37-hO8KDMu5Vfi-D5pyoy2U4xC7s840uvN0fJIxhQ4ai2R6A1C9JUDxq58HSL3U7Nkbnx/s750/stepper.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="750" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7bMI52WyfTO4yVn_2F21qYRPm4nqhOtRfuC5nem8FyukcCoDICR9qz6ljykOPg9Z6ktRifrh37-hO8KDMu5Vfi-D5pyoy2U4xC7s840uvN0fJIxhQ4ai2R6A1C9JUDxq58HSL3U7Nkbnx/s640/stepper.jpg" /></a></div><div><br /></div><div>One of the most significant advantages of the stepper motor is that it can be controlled accurately in open loop system because the rotor position can be determined only by tracking the input step pulse, but an overheating problem occurs easily in stepper motor, so how to solve this problem if such condition occurs?</div><div><br /></div><div><h4 style="text-align: left;"><b>The harmfulness of the motor's heating phenomenon:</b></h4><div>The effect of heat on the motor Although it does not generally affect the life of the motor, it is not necessary for most customers. However, severe fever can have some negative effects. If the thermal expansion coefficient of each part of the motor is different, the structural stress changes and the small change of the internal air gap will affect the dynamic response of the motor, and the high speed will easily lose the step. In some cases, excessive heating of the motor, such as medical equipment and high-precision test equipment, is not allowed.</div></div><div><br /></div><h4 style="text-align: left;"><b>Test results</b></h4><div>Test results confirm that closed-loop step motors draw current only when needed, so they run cooler and with less power consumption than open-loop options. Consider actual tests that run both the open-loop and closed-loop variations to get the same motion profile:</div><div><div><br /></div><div>Acceleration = 100 rev/sec2 and deceleration = 100 rev/sec2</div><div>Distance = 5 rev and speed = 10 rev/sec</div><div>Dwell time = 0.1 sec</div><div>Both carry set load inertia and rotor inertia and operate from a 48-Vdc power supply. Results in the graph below show that the average power consumption of an open-loop stepper system delivering such output uses 43.8 W.</div><div><br /></div></div><h4 style="text-align: left;"><b>Solutions</b></h4><div><b>1. Reduce running current</b></div><div><div>Reduce the heat radiated from the motor, which is to reduce copper loss and iron loss. There are two ways to reduce copper loss: reduce the resistance and the current, which requires us to choose the motor with small rated current as much as possible. For 2-phase stepper motor, do not use parallel-motor unless serial-motor cannot use, but this often contradicts the requirements of torque and speed.</div><div><br /></div><div><b>2. Reduce the idle (holding) current for the motor</b></div><div>For a selected motor, automatic half-flow control function and offline function of the driver should be fully utilized. The former will reduce the current automatically while the latter will cut off the current direction when the motor is in a static condition.</div><div><br /></div><div><b>3. The current waveform is close to a sinewave</b></div><div>Besides, the current waveform is close to sine, so harmonic of subdividing stepper motor driver is less and heat from the motor is less. There are not many ways to reduce iron loss. Voltage grade is related to the loss. The high-voltage drive motor can improve the high-speed characteristic, but also causes the heat increasing.</div><div><br /></div><div><b>4. Choose the appropriate drive voltage level</b></div><div>Proper drive motor voltage grade should be selected and those indexes, such as high-speed characteristic, smoothness, heat and noises, etc. should be also taken into account.</div></div><div><br /></div><div><br /></div>
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<p id="a59af125-a4ec-42ae-83a0-7054aac12dad" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-bottom: 0.5em; margin-top: 0.5em; white-space: pre-wrap;">Reference Links</p><h3 id="2ff8e400-9e15-4ba0-a2a2-bf75a1a3a92a" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; font-size: 1.25rem; letter-spacing: -0.01em; line-height: 1.2; margin-bottom: 0px; margin-top: 1.25rem; white-space: pre-wrap;">Basic Design Refrence</h3><ul class="bulleted-list" id="b2d0f6d9-c507-48a5-9271-3cbe5649d971" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><a href="https://journalspress.com/an-efficient-hybrid-dc-to-dc-boost-converter-with-bi-polar-symmetrical-voltage-multiplier-for-renewable-applications" style="-webkit-print-color-adjust: exact; box-sizing: border-box;">https://journalspress.com/an-efficient-hybrid-dc-to-dc-boost-converter-with-bi-polar-symmetrical-voltage-multiplier-for-renewable-applications</a></li></ul><ul class="bulleted-list" id="a28b44e6-6e1d-435e-85b7-3a835c1d5c28" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"></li></ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRvYAnssQnsgU1Gg2oDzurOH7kwJGpkaAm4TaHN9efES8a6H4XiIEt36eFnv9rMFvjQMA3MTuYwB5QUUfrSj00SzeeTLzomIC4qFosScFRuiMnRzdT6OP4EmZGvXHPd5hRF2l4yOEL5na/s336/image2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="232" data-original-width="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguRvYAnssQnsgU1Gg2oDzurOH7kwJGpkaAm4TaHN9efES8a6H4XiIEt36eFnv9rMFvjQMA3MTuYwB5QUUfrSj00SzeeTLzomIC4qFosScFRuiMnRzdT6OP4EmZGvXHPd5hRF2l4yOEL5na/s0/image2.png" /></a></div><figure class="image" id="13db9499-2c66-47f7-912c-c6da53724205" style="-webkit-print-color-adjust: exact; border-radius: 0px; border: none; box-sizing: border-box; break-inside: avoid; color: #37352f; margin: 1.5em 0px; padding: 0px; text-align: center; white-space: pre-wrap;"><br /></figure><h3 id="e20dcada-8512-4958-8466-db8999f052b1" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; font-size: 1.25rem; letter-spacing: -0.01em; line-height: 1.2; margin-bottom: 0px; margin-top: 1.25rem; white-space: pre-wrap;">Analog Devices Design Refence</h3><ul class="bulleted-list" id="27f49874-2840-4c1c-8175-dccb36d95b38" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">Bipolar, Bidirectional DC-to-DC Supply Sources and Sinks Current from 5 V to 24 V Input</li><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><a href="https://www.analog.com/ru/technical-articles/bipolar-bidirectional-dc-dc-supply-sources-and-sinks-current.html#" style="-webkit-print-color-adjust: exact; box-sizing: border-box;">https://www.analog.com/ru/technical-articles/bipolar-bidirectional-dc-dc-supply-sources-and-sinks-current.html#</a></li></ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSpGliZ7LuPEOfXg_Sfu7UV4t10GtsmJB47SaJGIjBiisKKFluYFkU13q39thP0fIjfOou-TV9A49J2XXBLq9zx9zdEoEDpjyS74kWlYsHiFdLi8fiV-ZRM9xs__hsRuMX570F-lCbGaDX/s900/figure1+%25281%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="421" data-original-width="900" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSpGliZ7LuPEOfXg_Sfu7UV4t10GtsmJB47SaJGIjBiisKKFluYFkU13q39thP0fIjfOou-TV9A49J2XXBLq9zx9zdEoEDpjyS74kWlYsHiFdLi8fiV-ZRM9xs__hsRuMX570F-lCbGaDX/s640/figure1+%25281%2529.jpg" width="640" /></a></div><figure class="image" id="d7598398-214f-44e7-85c2-9ab2214e339a" style="-webkit-print-color-adjust: exact; border-radius: 0px; border: none; box-sizing: border-box; break-inside: avoid; color: #37352f; margin: 1.5em 0px; padding: 0px; text-align: center; white-space: pre-wrap;"><br /></figure><h3>TI Precision Designs: Verified Design</h3><div><ul class="bulleted-list" id="5f4c8b7c-f486-4e9e-a9ee-858d8516bc56" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">Bipolar +/-10V Analog Output from a Unipolar Voltage Output DAC</li><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><span style="border-bottom: 0.05em solid rgba(55, 53, 47, 0.4); border-left-color: rgba(55, 53, 47, 0.4); border-right-color: rgba(55, 53, 47, 0.4); border-top-color: rgba(55, 53, 47, 0.4); cursor: pointer; opacity: 0.7; overflow-wrap: break-word; text-decoration: inherit;"><a class="notion-link-token notion-enable-hover" data-reactroot="" data-token-index="0" href="https://www.ti.com/lit/ug/slau525/slau525.pdf" rel="noopener noreferrer" style="cursor: pointer; overflow-wrap: break-word; text-decoration: inherit;" target="_blank">https://www.ti.com/lit/ug/slau525/slau525.pdf</a></span></li></ul><div><span style="color: #37352f;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA883j-cZSUuX7JVCNdzAf-8VlNaqyE16pyYT9Bx-MS-YdaCPLzyHkJy5R64iD-78lCM6F-gsUXK4AS99ZfcXUnrTJC1CwdmYPP8L6vdaKaGHKR-fdpJNp_ojsfAEGEAw_Ls94S3Y4OoHU/s893/Capture.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="365" data-original-width="893" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjA883j-cZSUuX7JVCNdzAf-8VlNaqyE16pyYT9Bx-MS-YdaCPLzyHkJy5R64iD-78lCM6F-gsUXK4AS99ZfcXUnrTJC1CwdmYPP8L6vdaKaGHKR-fdpJNp_ojsfAEGEAw_Ls94S3Y4OoHU/s640/Capture.PNG" width="640" /></a></div><span style="white-space: pre-wrap;"><br /></span></span></div></div><h3 id="96765603-d2bb-4831-ab96-92216ee51bdf" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; font-size: 1.25rem; letter-spacing: -0.01em; line-height: 1.2; margin-bottom: 0px; margin-top: 1.25rem; white-space: pre-wrap;">Product</h3><ul class="bulleted-list" id="a85a8e47-a872-45ef-b763-85bae028e01c" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><a href="https://www.murata.com/products/productdata/8807024689182/bpm15.pdf?1583754810000" style="-webkit-print-color-adjust: exact; box-sizing: border-box;">https://www.murata.com/products/productdata/8807024689182/bpm15.pdf?1583754810000</a></li></ul><ul class="bulleted-list" id="5f4c8b7c-f486-4e9e-a9ee-858d8516bc56" style="-webkit-print-color-adjust: exact; box-sizing: border-box; color: #37352f; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em; white-space: pre-wrap;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">myRata PS - Murata Power Solutions<ul class="bulleted-list" id="23c7352b-a0de-4f63-99fc-acc9c6497714" style="-webkit-print-color-adjust: exact; box-sizing: border-box; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">BPM15 Series - Wide Input bipolar 15 Watt DC to DC Converters</li></ul><ul class="bulleted-list" id="4f93c32b-d920-48d0-b0ce-aae0d426f40c" style="-webkit-print-color-adjust: exact; box-sizing: border-box; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">Selected: BPM15-050-q12 - Input 24V (9-36V Range) - Output +/-5V - Current 1.5 amp</li></ul><ul class="bulleted-list" id="e815b5cc-e73a-4ee6-b62c-1b542fb5d456" style="-webkit-print-color-adjust: exact; box-sizing: border-box; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">Purchase Link: <ul class="bulleted-list" id="0243c0df-76e1-4781-ae4e-d58ba5f4ee37" style="-webkit-print-color-adjust: exact; box-sizing: border-box; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><a href="https://www.digikey.in/product-detail/en/murata-power-solutions-inc/BPM15-050-Q12P-C/811-3153-ND/5962492" style="-webkit-print-color-adjust: exact; box-sizing: border-box;">https://www.digikey.in/product-detail/en/murata-power-solutions-inc/BPM15-050-Q12P-C/811-3153-ND/5962492</a></li></ul><ul class="bulleted-list" id="237b0b4f-830b-4b91-a721-be81fb0cd35d" style="-webkit-print-color-adjust: exact; box-sizing: border-box; margin-block-end: 0.6em; margin-block-start: 0.6em; margin: 0px; padding-inline-start: 1.7em;"><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;">INR 2273 + Shipping + Tax + Customs on 19 Aug 2020</li><li style="-webkit-print-color-adjust: exact; box-sizing: border-box; list-style: disc; padding-left: 0.1em;"><br /></li></ul></li></ul></li></ul>
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<!--AddThis Bookmark Button END--><div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comtag:blogger.com,1999:blog-5740915602188508427.post-11837725012885049692018-03-12T15:57:00.000+05:302018-03-12T15:58:28.736+05:30Common Facilities at NID Gandhinager<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px; text-align: center;">Honourable Minister of Commerce & Industry and Minister of Civil Aviation, Government of India, Shri Suresh Prabhu inaugurated the Design Gallery, Presentation Hall and Auditorium at NID Gandhinagar campus on 11 March 2018. The ceremony was also attended by Shri. Mansukh Mandaviya, Minister of State, Road Transport, Shipping, Chemicals & Fertilizer, Shri Dhansukh Bhanderi, Chairman, GMFB and NID governing council member Shri Samveg Lalbhai. #design #NID #India #Commerce #Industry #CivilAviation Nid Convocationvyas_pradyumna @sureshpprabhu @DIPPGOI @CMOGujarat @vijayrupanibjp @PMOIndia @narendramodi</span><br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0Gandhinagar, Gujarat, India23.2156354 72.63694149999992123.0988964 72.475579999999923 23.3323744 72.798302999999919tag:blogger.com,1999:blog-5740915602188508427.post-57653531803353062872017-11-29T10:31:00.002+05:302019-09-24T14:32:24.922+05:30NAANI KA GHAR<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">~~~ *NAANI KA GHAR* ~~~</span><br />
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<img alt="Image result for naani ka ghar" height="400" 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" style="background-color: white; border: none; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; max-width: 100%; outline: 0px; position: relative; transition: all 0.3s ease;" width="400" /><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh nani ka ghaar aur lal-lal hoto wali naani.,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh safeed kapde aur palathi laga ke beeth na...</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh nani ka paandaan, aur khufiya khaane,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Special chocolet aur 20 pese wali goli,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh bada sa kaleen aur nani ka gaw taqiya,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh taq-taq wali gadi aur aur daheliz ka zhoola..</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bas yaade, yaade,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Yaade reh jati he,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Wo kali maati ka matka aut bhari sa glaas,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bhige huwe paan baar bar bhigana..</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh mitthu ka pijra aur mota pahadi mittu,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh roti khilana aur city bajana...</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh almaari, aur cup-saucer,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh diwal ka kabat aur doodh ka pawder,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bas yaade, yaade,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Yaade reh jati he,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh baath-room ka darwaza aur badi si baari,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh saboon ki khushboo, aur tuwal gila kar na...</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh subha bakare kaat na, gheete bhaga na..</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh billi maar na gali me jaa ke,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh baarish ka paani aur bada sa parda..</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh datta laga ke swming pool banana</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bas yaade, yaade,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Yaade reh jati he,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Who line se beeth na, chay roti ke liye,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh body banana aur roti count karna.</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh chuni-lal ka chavana aur budhi ke baal,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh baraf ka gola, aur mansuri ka dahi,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh lassi bana na, woh kot ladana,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh kushti ladna, aur rote huwe haas na...</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bas yaade, yaade,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Yaade reh jati he,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh thermocol ki chaat aur bada sa sandookh,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Aanaj ke nalee aur metal ki peti,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh b/w t.v. aur channel ki movie,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh machan ka khazana aur lokhand ki sidi..</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh rang chu chu chu kinkahahi, aur lihaaf me ghus ke sona..</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Woh dubayi-ka bhoot aur machaan ki aankhe...</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Bas yaade, yaade,</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">Yaade reh jati he,</span><br />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<br style="background-color: white; color: #222222; font-family: "Open Sans", sans-serif; font-size: 15px; outline: 0px; transition: all 0.3s ease;" />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;">~AP</span><br />
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: "open sans" , sans-serif; font-size: 15px;"><br /></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह नानी का घर और लाललाल होठों वाली नानी, </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह सफ़ेद कपडे और पालथी लगा कर बैठना। </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह नानी का पानदान और ख़ुफ़िया खाने,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">ख़ास चॉकलेट और बिस पैसे वाली गोली।</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह बड़ा सा कालीन और गाव-तकिया,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह टक टक वाली घड़ी और दहलीज़ का झूला। </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">बस यादे यादे, यादे रह जाती है !</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह काली माटी का मटका और भारी सा ग्लास,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">भीगे हुवे पानो को बार बार भीगना। </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह मिट्ठू का पिंजरा मोटा पहाड़ी मिट्ठू,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह रोटी खिलाना और सिटी बजाना।</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह लकड़ी की अलमारी और कप-सासर की लाइन,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह दीवाल में जड़ा कबाट, और चु चु करता दरवाज़ा।</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">बस यादे यादे, यादे रह जाती है !</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह चुन्नी लाल का चवणा और बूढ़ी के बाल,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह बर्फ का गोला और मीठी मीठी लस्सी।</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह लट्टू घूमना और कोट लड़ाना,</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह कुश्ती लड़ना और रट हुवे हंसना। </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह पुराना टीवी और चैनल की मूवी </span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">वह आनाज के नल्ले और बड़ा सा संदूख।</span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;"><br /></span></span>
<span style="font-size: 15px;"><span style="background-color: white; color: #222222; font-family: open sans, sans-serif;"></span></span><br />
<span style="color: #222222; font-family: open sans, sans-serif;"><span style="font-size: 15px;">बस यादे यादे, यादे रह जाती है !</span></span><br />
<br />
<span style="background-color: white; color: #222222; font-family: "open sans", sans-serif; font-size: 15px;">~AP</span><br />
<br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-45211350904256599862017-11-20T09:52:00.000+05:302017-11-20T09:52:44.950+05:30Arduino - controlling high voltage device using transistors<div dir="ltr" style="text-align: left;" trbidi="on">
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<h2 style="text-align: left;">
Arduino - controlling high voltage device using transistors</h2>
Arduinos and raspberry pi's operate at a lower voltage (5v) and controlling led's, servos etc can be done this voltage or with a simple transistor based switching. In this post i will show different techniques used to control devices at a higher voltage and power levels. These techniques can be used in conjunction with many other projects for e.g remote controllers to control high power devices like room heaters, lamps e.t.c In general, you need to couple the 5voltage control signals to the input of these switching circuits.<br />
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<b>Controlling DC motors at 12 volt with Speed controle (PWM)</b><br />
<br />
Controlling DC motors with PWM (pulse width modulation, to control the intensity/speed) is straight forward. Here we use a special transistor (TIP-122, datasheet) which is a darlington pair and can switch a device up to 100Volts (DC). It is a TO-220 package with all inside the package (see figure). Connect the PWM output (for speed control) to the base of TIP-122. Connect emitter pin to ground and collector pin to C fan/motor and the other end of fan to positive end of 12v DC.<br />
<br />
Use any pwm pin (eg Pin 9 with analogWrite(9,speed_value);) and connect it to the base of the transistor (TIP-122) via 1k resistor<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPkwZ025kJ2pbcc6AQZrgPd3IMTRGuwGuUvNHQYRT6ob6ifAwnpOa3JqgdZ0nU3mb7131D9qAq13ANk6taOxNP4G9lGR-_GQZ4CtIWNOUucRgCxhuejscOl0NrO5hk9-xoh_WVWbweGNSM/s1600/TIP-122_12volt_dc_motor_speed_control_arduino.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPkwZ025kJ2pbcc6AQZrgPd3IMTRGuwGuUvNHQYRT6ob6ifAwnpOa3JqgdZ0nU3mb7131D9qAq13ANk6taOxNP4G9lGR-_GQZ4CtIWNOUucRgCxhuejscOl0NrO5hk9-xoh_WVWbweGNSM/s1600/TIP-122_12volt_dc_motor_speed_control_arduino.jpg" /></a><br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comAhmedabad, Gujarat, India23.022505 72.57136209999998822.7886785 72.248638599999992 23.256331499999998 72.894085599999983tag:blogger.com,1999:blog-5740915602188508427.post-87726707867926277972017-04-27T23:08:00.000+05:302017-04-27T23:16:13.963+05:30GSM SIM800, SIM900 Solving AT+CPIN IS NOT READY, Network Registration Fail<div dir="ltr" style="text-align: left;" trbidi="on">
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" width="320" /><br />
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# Problem<br />
- GSM SIM800, SIM900 Solving AT+CPIN IS NOT READY, Network Registration Fail<br />
- AT+COPS? Responding: +COPS: 0<br />
- AT+CREG? Responding: +CREG: 0,0<br />
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<br />
# Check Points<br />
- AT+CSQ Respond: +CSQ: [someVal],0 > that means there is GSM signal<br />
- AT+CFUN? Respond: +CFUN: 1 > that means it is not in sleep mode.<br />
- AT+CSCLK? Respond: +CSCLK: 0 > that means Module is not in slow clock mode<br />
<br />
#Solution<br />
- AT+CMEE=1 : it will enable error report and module will respond with error code<br />
- Check AT+CPIN? : now it will respond with error code<br />
- Mine one is AT+CPIN? : Respond : +CME ERROR: 10<br />
- Then check the error code list and rectify the problem<br />
<br />
- You can also try with, ATZ Reset Default Configuration and AT&F Factory Defined Configurat<br />
<br />
- AT+CMEE=2 : it will enable error report and module will respond with details error <br />
<br />
<br />
#Error Code<br />
CME ERROR: 0 Phone failure<br />
CME ERROR: 1 No connection to phone<br />
CME ERROR: 2 Phone adapter link reserved<br />
CME ERROR: 3 Operation not allowed<br />
CME ERROR: 4 Operation not supported<br />
CME ERROR: 5 PH_SIM PIN required<br />
CME ERROR: 6 PH_FSIM PIN required<br />
CME ERROR: 7 PH_FSIM PUK required<br />
CME ERROR: 10 SIM not inserted<br />
CME ERROR: 11 SIM PIN required<br />
CME ERROR: 12 SIM PUK required<br />
CME ERROR: 13 SIM failure<br />
CME ERROR: 14 SIM busy<br />
CME ERROR: 15 SIM wrong<br />
CME ERROR: 16 Incorrect password<br />
CME ERROR: 17 SIM PIN2 required<br />
CME ERROR: 18 SIM PUK2 required<br />
CME ERROR: 20 Memory full<br />
CME ERROR: 21 Invalid index<br />
CME ERROR: 22 Not found<br />
CME ERROR: 23 Memory failure<br />
CME ERROR: 24 Text string too long<br />
CME ERROR: 25 Invalid characters in text string<br />
CME ERROR: 26 Dial string too long<br />
CME ERROR: 27 Invalid characters in dial string<br />
CME ERROR: 30 No network service<br />
CME ERROR: 31 Network timeout<br />
CME ERROR: 32 Network not allowed, emergency calls only<br />
CME ERROR: 40 Network personalization PIN required<br />
CME ERROR: 41 Network personalization PUK required<br />
CME ERROR: 42 Network subset personalization PIN required<br />
CME ERROR: 43 Network subset personalization PUK required<br />
CME ERROR: 44 Service provider personalization PIN required<br />
CME ERROR: 45 Service provider personalization PUK required<br />
CME ERROR: 46 Corporate personalization PIN required<br />
CME ERROR: 47 Corporate personalization PUK required<br />
CME ERROR: 48 PH-SIM PUK required<br />
CME ERROR: 100 Unknown error<br />
CME ERROR: 103 Illegal MS<br />
CME ERROR: 106 Illegal ME<br />
CME ERROR: 107 GPRS services not allowed<br />
CME ERROR: 111 PLMN not allowed<br />
CME ERROR: 112 Location area not allowed<br />
CME ERROR: 113 Roaming not allowed in this location area<br />
CME ERROR: 126 Operation temporary not allowed<br />
CME ERROR: 132 Service operation not supported<br />
CME ERROR: 133 Requested service option not subscribed<br />
CME ERROR: 134 Service option temporary out of order<br />
CME ERROR: 148 Unspecified GPRS error<br />
CME ERROR: 149 PDP authentication failure<br />
CME ERROR: 150 Invalid mobile class<br />
CME ERROR: 256 Operation temporarily not allowed<br />
CME ERROR: 257 Call barred<br />
CME ERROR: 258 Phone is busy<br />
CME ERROR: 259 User abort<br />
CME ERROR: 260 Invalid dial string<br />
CME ERROR: 261 SS not executed<br />
CME ERROR: 262 SIM Blocked<br />
CME ERROR: 263 Invalid block<br />
CME ERROR: 772 SIM powered down <br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-63687513751340111612017-04-27T21:52:00.000+05:302017-04-27T21:55:10.068+05:30ESP8266 NodeMCU Serial Junk Data arduino IDE Serial Communication<div dir="ltr" style="text-align: left;" trbidi="on">
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<br />
<span style="font-family: "trebuchet ms" , sans-serif;">Hi, i got some problem in NodeMCU when using with arduino ide,</span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"> </span><img alt="https://images-na.ssl-images-amazon.com/images/I/71GUeTwFn5L._SL1088_.jpg" class="shrinkToFit" height="294" src="https://images-na.ssl-images-amazon.com/images/I/71GUeTwFn5L._SL1088_.jpg" width="320" /><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"># Hardware</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- NodeMcu v.1.0</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Printed circuit board </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Sim800c mini GSM board </span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"># Software</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Arduino IDE v.1.8.2</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- esp8266 v.2.2.0 board manager from [<a href="https://github.com/esp8266/Arduino">https://github.com/esp8266/Arduino</a>]</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Software Serial library.</span><br />
<br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">I am sending AT command to sim800c, RX TX connection circuit is like this,</span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"><img alt="" height="296" 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" width="400" /> </span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">Used flash tools:<br /><br /> Espressif ESP FLASH DOWNLOAD TOOL V2.4<br /> esptool.py<br /><br /><br />What happened:<br /><br /> - Tested my own project (written with Arduino IDE)<br /> - Used Arduino OTA (device is in difficult accessible location)<br /> - OTA worked several times<br /> - OTA failed, device not connecting to WiFi anymore, even after power off/on cycle<br /> - Removed ESP module, try to reflash over serial port with FDDI cable<br /> - Still ESP module fail to boot<br /><br />Found error codes:<br />On serial monitor (74880 baud) module shows always endless loop of<br /><br />Fatal exception (0):<br />epc1=0x40211668, epc2=0x00000000, epc3=0x00000000, excvaddr=0x00000000, depc=0x00000000]</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"># Ref:</span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">- got some ref. from this link : [<a href="http://bbs.espressif.com/viewtopic.php?t=1606">http://bbs.espressif.com/viewtopic.php?t=1606</a>] </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Measure the voltage of ESP8266's pin VDD.<br />- Use hot air gun to remove the wifi Chip from the PCB board and measure the resisitence of each pin to the ground to check if the chip is broken.<br />- Power on the ESP8266 module, measure the voltage of ESP8266's 3V3 pin. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif;"># Analysis:</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif;">- Did not get any fruitful results.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- Finally after some try and errors i got noticed that, when my GSM module was on and i am using NodeMCU there is no problem in any communication. but when GSM module is off i am getting this whole matter..</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif;"># Result:</span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">- So as per previous reference i got idea about GPIO pin resistance, it must be not connected with ground.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- In my circuit R8 5.6K is connected with ground. it is giving a problem, when my GSM module is in switch on mode, internal pullup will take care about that, but when GSM is in switch off mode i am geeting lot's of junk in serial monitor..</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">- After removing R8 5.6K, NodeMCU is smoothly working..</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><img alt="" height="296" 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" 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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-66931655523204773452017-03-23T10:21:00.000+05:302017-03-23T10:39:53.626+05:30Volkswagen Tiguan First Look - 2017<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil4U4m7xPsZTNHMQ-wU0AunNZhXrYuVR0Kjc2ODSxDHjSiXaw3Lizc0WqCaoVU1KIsP6ZjTCAUD5U5sSSt34mdTIBdzz-nQ9lNJ-QxMq3RylDGG9CDcOHtO3bkb-bC7ctdoZ24cLWv2DtH/s1600/Volkswagen+Tiguan.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil4U4m7xPsZTNHMQ-wU0AunNZhXrYuVR0Kjc2ODSxDHjSiXaw3Lizc0WqCaoVU1KIsP6ZjTCAUD5U5sSSt34mdTIBdzz-nQ9lNJ-QxMq3RylDGG9CDcOHtO3bkb-bC7ctdoZ24cLWv2DtH/s640/Volkswagen+Tiguan.jpg" width="640" /></a></div>
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The 2017 Volkswagen Touareg is widely inspired by its own sibling Tiguan which is smaller in size. It will be a five seater SUV model which will definitely sit above Tiguan in the lineup. The 2017 Volkswagen Touareg is going to replace the current Touareg which went on sale in 2011.<br />
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The 2017 Volkswagen Touareg is going to be in markets in less than a year. The company will be giving the vehicle a more luxurious look and a comfortable interior.<br />
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The car’s overall look resembles that of Atlas which is popular in the US. Its wheel arches are rounded and a wide front grille is showcased at the event. One can also see that it has been formulated on a shorter wheelbase which can be seen easily in the picture.<br />
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If we look at the technology and mechanical specs of the SUV, it has a lot to offer too. 2017 Volkswagen Touareg will come with a plug-in hybrid powertrain which will produce an output of 381bhp.<br />
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An image of the upcoming 2017 Volkswagen Touareg’s front was released on Facebook by a fan of the company. It has given us the full insight on the body and styling of the SUV. It can be seen in the picture that the LED lights are more angular in shape, according to AutoCar.<br />
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The hybrid powertrain will be offered however conventional engine such as diesel and petrol ones will be offered too. It is said that VW is making sure that the SUV gets an ultra-modern and spacious cabin.<br />
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As we know that the SUV will be rivaling Volvo XC90 and BMW X5 which is the reason that Touareg’s features will be of first class too. It is said that it will be priced somewhere around £45,000.<br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comIndia20.593684 78.962880000000041-8.6044825 37.654286000000042 49.791850499999995 120.27147400000004tag:blogger.com,1999:blog-5740915602188508427.post-32952010813997199222017-03-08T16:38:00.001+05:302017-03-08T16:48:26.737+05:30Microsoft Kinect for Xbox 360 : Video Collection and technical information<div dir="ltr" style="text-align: left;" trbidi="on">
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Microsoft Kinect for Xbox 360 : Video Collection and technical information</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2goaablXAexfe2grfon6ISVuQTDuergE_0KLH1G7HC2EZSxgQ76Zomb8FxyZ8NztXV2V0XLm_rIz-oqVWkwVUvYYT6xxBrsW0ZqcEQMxObqLo7Q7wc21aJlu2gycK9dxmZE45QlLWosMM/s1600/kinect2-body-tracking.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="193" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2goaablXAexfe2grfon6ISVuQTDuergE_0KLH1G7HC2EZSxgQ76Zomb8FxyZ8NztXV2V0XLm_rIz-oqVWkwVUvYYT6xxBrsW0ZqcEQMxObqLo7Q7wc21aJlu2gycK9dxmZE45QlLWosMM/s400/kinect2-body-tracking.jpg" width="400" /></a></div>
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Depth sensors compatible with OpenNI (Kinect, XtionPRO, ...) are supported through VideoCapture class. Depth map, BGR image and some other formats of output can be retrieved by using familiar interface of VideoCapture.</div>
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In order to use depth sensor with OpenCV you should do the following preliminary steps:</div>
<ol style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; text-align: start;" type="1">
<li>Install OpenNI library (from here <a href="http://www.openni.org/downloadfiles" style="color: #4665a2; text-decoration: none;">http://www.openni.org/downloadfiles</a>) and PrimeSensor Module for OpenNI (from here <a href="https://github.com/avin2/SensorKinect" style="color: #4665a2; text-decoration: none;">https://github.com/avin2/SensorKinect</a>). The installation should be done to default folders listed in the instructions of these products, e.g.:<div class="fragment" style="background-color: #fbfcfd; border: 1px solid rgb(196, 207, 229); font-stretch: normal; line-height: 22px; margin: 4px 8px 4px 2px; padding: 4px 6px; word-wrap: break-word;">
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00001" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 1</span> OpenNI:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00002" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 2</span> Linux & MacOSX:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00003" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 3</span> Libs into: /usr/lib</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00004" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 4</span> Includes into: /usr/include/ni</div>
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<a href="https://www.blogger.com/null" name="l00005" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 5</span> Windows:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00006" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 6</span> Libs into: c:/Program Files/OpenNI/Lib</div>
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<a href="https://www.blogger.com/null" name="l00007" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 7</span> Includes into: c:/Program Files/OpenNI/Include</div>
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<a href="https://www.blogger.com/null" name="l00008" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 8</span> PrimeSensor Module:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00009" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 9</span> Linux & MacOSX:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00010" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 10</span> Bins into: /usr/bin</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00011" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 11</span> Windows:</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<a href="https://www.blogger.com/null" name="l00012" style="color: #3d578c;"></a><span class="lineno" style="background-color: #e8e8e8; border-right: 2px solid rgb(0, 255, 0); padding-right: 4px; text-align: right; white-space: pre;"> 12</span> Bins into: c:/Program Files/Prime Sense/Sensor/Bin</div>
</div>
If one or both products were installed to the other folders, the user should change corresponding CMake variables OPENNI_LIB_DIR, OPENNI_INCLUDE_DIR or/and OPENNI_PRIME_SENSOR_MODULE_BIN_DIR.</li>
<li>Configure OpenCV with OpenNI support by setting WITH_OPENNI flag in CMake. If OpenNI is found in install folders OpenCV will be built with OpenNI library (see a status OpenNI in CMake log) whereas PrimeSensor Modules can not be found (see a status OpenNI PrimeSensor Modules in CMake log). Without PrimeSensor module OpenCV will be successfully compiled with OpenNI library, but VideoCapture object will not grab data from Kinect sensor.</li>
<li>Build OpenCV.</li>
</ol>
<div style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; text-align: start; word-wrap: break-word;">
VideoCapture can retrieve the following data:</div>
<ol style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; text-align: start;" type="1">
<li>data given from depth generator:<ul>
<li>CAP_OPENNI_DEPTH_MAP - depth values in mm (CV_16UC1)</li>
<li>CAP_OPENNI_POINT_CLOUD_MAP - XYZ in meters (CV_32FC3)</li>
<li>CAP_OPENNI_DISPARITY_MAP - disparity in pixels (CV_8UC1)</li>
<li>CAP_OPENNI_DISPARITY_MAP_32F - disparity in pixels (CV_32FC1)</li>
<li>CAP_OPENNI_VALID_DEPTH_MASK - mask of valid pixels (not ocluded, not shaded etc.) (CV_8UC1)</li>
</ul>
</li>
<li>data given from BGR image generator:<ul>
<li>CAP_OPENNI_BGR_IMAGE - color image (CV_8UC3)</li>
<li>CAP_OPENNI_GRAY_IMAGE - gray image (CV_8UC1)</li>
</ul>
</li>
</ol>
<div style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; text-align: start; word-wrap: break-word;">
In order to get depth map from depth sensor use VideoCapture::operator >>, e. g. :</div>
<div class="fragment" style="background-color: #fbfcfd; border: 1px solid rgb(196, 207, 229); font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; margin: 4px 8px 4px 2px; padding: 4px 6px; text-align: start; word-wrap: break-word;">
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VideoCapture capture( <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga11738a219783c6dc7fdeb093a4a87c0faa073098573ce0968cb7a79de1a5ce0ee" style="color: #4665a2; text-decoration: none;">CAP_OPENNI</a> );</div>
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<span class="keywordflow" style="color: #e08000;">for</span>(;;)</div>
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{</div>
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Mat depthMap;</div>
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capture >> depthMap;</div>
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</div>
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<span class="keywordflow" style="color: #e08000;">if</span>( <a class="code" href="http://docs.opencv.org/3.1.0/d7/dfc/group__highgui.html#ga5628525ad33f52eab17feebcfba38bd7" style="color: #4665a2; text-decoration: none;">waitKey</a>( 30 ) >= 0 )</div>
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<span class="keywordflow" style="color: #e08000;">break</span>;</div>
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}</div>
</div>
<div style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; text-align: start; word-wrap: break-word;">
For getting several data maps use VideoCapture::grab and VideoCapture::retrieve, e.g. :</div>
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VideoCapture capture(0); <span class="comment" style="color: maroon;">// or CAP_OPENNI</span></div>
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<span class="keywordflow" style="color: #e08000;">for</span>(;;)</div>
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{</div>
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Mat depthMap;</div>
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Mat bgrImage;</div>
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</div>
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capture.grab();</div>
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</div>
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capture.retrieve( depthMap, <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga480a670b217e98a92e19f7d3ea0e2ac6a2278fe906c8f7508e6e7a92f46888661" style="color: #4665a2; text-decoration: none;">CAP_OPENNI_DEPTH_MAP</a> );</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
capture.retrieve( bgrImage, <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga480a670b217e98a92e19f7d3ea0e2ac6a467bac9001f40dea888f47ac55886c23" style="color: #4665a2; text-decoration: none;">CAP_OPENNI_BGR_IMAGE</a> );</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
</div>
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<span class="keywordflow" style="color: #e08000;">if</span>( <a class="code" href="http://docs.opencv.org/3.1.0/d7/dfc/group__highgui.html#ga5628525ad33f52eab17feebcfba38bd7" style="color: #4665a2; text-decoration: none;">waitKey</a>( 30 ) >= 0 )</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
<span class="keywordflow" style="color: #e08000;">break</span>;</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
}</div>
</div>
<div style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; text-align: start; word-wrap: break-word;">
For setting and getting some property of sensor` data generators use VideoCapture::set and VideoCapture::get methods respectively, e.g. :</div>
<div class="fragment" style="background-color: #fbfcfd; border: 1px solid rgb(196, 207, 229); font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; margin: 4px 8px 4px 2px; padding: 4px 6px; text-align: start; word-wrap: break-word;">
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
VideoCapture capture( <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga11738a219783c6dc7fdeb093a4a87c0faa073098573ce0968cb7a79de1a5ce0ee" style="color: #4665a2; text-decoration: none;">CAP_OPENNI</a> );</div>
<div class="line" style="font-family: monospace, fixed; font-size: 13px; font-stretch: normal; line-height: 1; margin: 0px; min-height: 13px; padding-bottom: 0px; padding-left: 53px; text-indent: -53px; transition-duration: 0.5s; transition-property: background-color, box-shadow; white-space: pre-wrap; word-wrap: break-word;">
capture.set( <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#ggada3c4e6ca936e43ff390e61b5629cfd8a241b67030848f3bcf223d18ebfe75adc" style="color: #4665a2; text-decoration: none;">CAP_OPENNI_IMAGE_GENERATOR_OUTPUT_MODE</a>, <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga3489c40a2fb178c477302403ec5cc1dba08a35a2f66b2d645eb7817e852ff8ddc" style="color: #4665a2; text-decoration: none;">CAP_OPENNI_VGA_30HZ</a> );</div>
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cout << <span class="stringliteral" style="color: #002080;">"FPS "</span> << capture.get( <a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#ggabbf106f6cb6a058c7ee194dc14fe39b1a88571cf323ed746cfad77160272fe593" style="color: #4665a2; text-decoration: none;">CAP_OPENNI_IMAGE_GENERATOR</a>+<a class="code" href="http://docs.opencv.org/3.1.0/dd/de7/group__videoio.html#gga04495204613753c836e07d31c575bf3baf01bc92359d2abc9e6eeb5cbe36d9af2" style="color: #4665a2; text-decoration: none;">CAP_PROP_FPS</a> ) << endl;</div>
</div>
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Since two types of sensor's data generators are supported (image generator and depth generator), there are two flags that should be used to set/get property of the needed generator:</div>
<ul style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; text-align: start;">
<li>CAP_OPENNI_IMAGE_GENERATOR – A flag for access to the image generator properties.</li>
<li>CAP_OPENNI_DEPTH_GENERATOR – A flag for access to the depth generator properties. This flag value is assumed by default if neither of the two possible values of the property is not set.</li>
</ul>
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Some depth sensors (for example XtionPRO) do not have image generator. In order to check it you can get CAP_OPENNI_IMAGE_GENERATOR_PRESENT property.</div>
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<span class="keywordtype" style="color: #604020;">bool</span> isImageGeneratorPresent = capture.get( CAP_PROP_OPENNI_IMAGE_GENERATOR_PRESENT ) != 0; <span class="comment" style="color: maroon;">// or == 1</span></div>
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Flags specifing the needed generator type must be used in combination with particular generator property. The following properties of cameras available through OpenNI interfaces are supported:</div>
<ul style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; text-align: start;">
<li>For image generator:<ul>
<li>CAP_PROP_OPENNI_OUTPUT_MODE – Three output modes are supported: CAP_OPENNI_VGA_30HZ used by default (image generator returns images in VGA resolution with 30 FPS), CAP_OPENNI_SXGA_15HZ (image generator returns images in SXGA resolution with 15 FPS) and CAP_OPENNI_SXGA_30HZ (image generator returns images in SXGA resolution with 30 FPS, the mode is supported by XtionPRO Live); depth generator's maps are always in VGA resolution.</li>
</ul>
</li>
<li>For depth generator:<ul>
<li><div class="startli" style="font-stretch: normal; line-height: 22px; margin-top: 2px; word-wrap: break-word;">
CAP_PROP_OPENNI_REGISTRATION – Flag that registers the remapping depth map to image map by changing depth generator's view point (if the flag is "on") or sets this view point to its normal one (if the flag is "off"). The registration process’s resulting images are pixel-aligned,which means that every pixel in the image is aligned to a pixel in the depth image.</div>
<div class="startli" style="font-stretch: normal; line-height: 22px; margin-top: 2px; word-wrap: break-word;">
Next properties are available for getting only:</div>
</li>
<li>CAP_PROP_OPENNI_FRAME_MAX_DEPTH – A maximum supported depth of Kinect in mm.</li>
<li>CAP_PROP_OPENNI_BASELINE – Baseline value in mm.</li>
<li>CAP_PROP_OPENNI_FOCAL_LENGTH – A focal length in pixels.</li>
<li>CAP_PROP_FRAME_WIDTH – Frame width in pixels.</li>
<li>CAP_PROP_FRAME_HEIGHT – Frame height in pixels.</li>
<li>CAP_PROP_FPS – Frame rate in FPS.</li>
</ul>
</li>
<li>Some typical flags combinations "generator type + property" are defined as single flags:<ul>
<li>CAP_OPENNI_IMAGE_GENERATOR_OUTPUT_MODE = CAP_OPENNI_IMAGE_GENERATOR + CAP_PROP_OPENNI_OUTPUT_MODE</li>
<li>CAP_OPENNI_DEPTH_GENERATOR_BASELINE = CAP_OPENNI_DEPTH_GENERATOR + CAP_PROP_OPENNI_BASELINE</li>
<li>CAP_OPENNI_DEPTH_GENERATOR_FOCAL_LENGTH = CAP_OPENNI_DEPTH_GENERATOR + CAP_PROP_OPENNI_FOCAL_LENGTH</li>
<li>CAP_OPENNI_DEPTH_GENERATOR_REGISTRATION = CAP_OPENNI_DEPTH_GENERATOR + CAP_PROP_OPENNI_REGISTRATION</li>
</ul>
</li>
</ul>
<div style="font-family: Helvetica, "Segoe UI", Arial, freesans, sans-serif; font-size: 14px; font-stretch: normal; line-height: 22px; text-align: start; word-wrap: break-word;">
For more information please refer to the example of usage <a href="https://github.com/Itseez/opencv/tree/master/samples/cpp/openni_capture.cpp" style="color: #4665a2; text-decoration: none;">openni_capture.cpp</a> in opencv/samples/cpp folder.<br />
<br />
Tutorials: <a href="https://www.youtube.com/watch?v=bSeFrPrqZ2A&list=PLl-adqaLCzZkjfLBF0aTAs8vrEb0HVtBu">https://www.youtube.com/watch?v=bSeFrPrqZ2A&list=PLl-adqaLCzZkjfLBF0aTAs8vrEb0HVtBu</a><br />
<br />
Source: <a href="http://docs.opencv.org/3.1.0/d7/d6f/tutorial_kinect_openni.html">http://docs.opencv.org/3.1.0/d7/d6f/tutorial_kinect_openni.html</a></div>
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-91151903620640057022017-02-21T12:29:00.001+05:302017-02-21T12:29:27.886+05:307 New Tax Saving Tips you may not know | How to Save Tax | March this year<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; font-family: "roboto" , "arial" , sans-serif; font-size: 20px;">7 New Tax Saving Tips you may not know | How to Save Tax | March this year</span><br />
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<span style="background-color: white; color: #333333; font-family: Roboto, arial, sans-serif; font-size: 13px;">7 Tax Saving Tips - For most of the people ‘tax savings’ means life insurance, PPF, EPF, Bank FDs and equity-linked savings scheme, among others, that qualify for tax deduction under Section 80C of the Income-Tax Act OR Home Loan Tax saving ways. However, there are many lesser known avenues that offer additional tax breaks to individuals. They are not widely discussed as they involve special situations in life such as having a special dependant, paying rent to parents, Senior citizen parents etc. In this video we will discuss 7 of such hidden and not so popular options which you should consider before filing your tax returns.</span><br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-28411561325385251372017-02-20T09:58:00.003+05:302017-02-20T10:01:06.103+05:30Google Operating System Chrome OS<div dir="ltr" style="text-align: left;" trbidi="on">
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It's been an exciting nine months since we launched the Google Chrome browser. Already, over 30 million people use it regularly. We designed Google Chrome for people who live on the web — searching for information, checking email, catching up on the news, shopping or just staying in touch with friends. However, the operating systems that browsers run on were designed in an era where there was no web. So today, we're announcing a new project that's a natural extension of Google Chrome — the Google Chrome Operating System. It's our attempt to re-think what operating systems should be. <br />
<br />
<div style="text-align: left;">
Google Chrome OS is an open source, lightweight operating system that will initially be targeted at netbooks. Later this year we will open-source its code, and netbooks running Google Chrome OS will be available for consumers in the second half of 2010. Because we're already talking to partners about the project, and we'll soon be working with the open source community, we wanted to share our vision now so everyone understands what we are trying to achieve.</div>
<div style="text-align: left;">
Speed, simplicity and security are the key aspects of Google Chrome OS. We're designing the OS to be fast and lightweight, to start up and get you onto the web in a few seconds. The user interface is minimal to stay out of your way, and most of the user experience takes place on the web. And as we did for the Google Chrome browser, we are going back to the basics and completely redesigning the underlying security architecture of the OS so that users don't have to deal with viruses, malware and security updates. It should just work.<br />
<br /></div>
<div style="text-align: left;">
Google Chrome OS will run on both x86 as well as ARM chips and we are working with multiple OEMs to bring a number of netbooks to market next year. The software architecture is simple — Google Chrome running within a new windowing system on top of a Linux kernel. For application developers, the web is the platform. All web-based applications will automatically work and new applications can be written using your favorite web technologies. And of course, these apps will run not only on Google Chrome OS, but on any standards-based browser on Windows, Mac and Linux thereby giving developers the largest user base of any platform.<br />
<br /></div>
<div style="text-align: left;">
Google Chrome OS is a new project, separate from Android. Android was designed from the beginning to work across a variety of devices from phones to set-top boxes to netbooks. Google Chrome OS is being created for people who spend most of their time on the web, and is being designed to power computers ranging from small netbooks to full-size desktop systems. While there are areas where Google Chrome OS and Android overlap, we believe choice will drive innovation for the benefit of everyone, including Google.<br />
<br /></div>
<div style="text-align: left;">
We hear a lot from our users and their message is clear — computers need to get better. People want to get to their email instantly, without wasting time waiting for their computers to boot and browsers to start up. They want their computers to always run as fast as when they first bought them. They want their data to be accessible to them wherever they are and not have to worry about losing their computer or forgetting to back up files. Even more importantly, they don't want to spend hours configuring their computers to work with every new piece of hardware, or have to worry about constant software updates. And any time our users have a better computing experience, Google benefits as well by having happier users who are more likely to spend time on the Internet.</div>
<div style="text-align: left;">
We have a lot of work to do, and we're definitely going to need a lot of help from the open source community to accomplish this vision. We're excited for what's to come and we hope you are too. Stay tuned for more updates in the fall and have a great summer.<br />
<br /></div>
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[<a href="http://googleblog.blogspot.com/2009/07/introducing-google-chrome-os.html">Source</a>]<br />
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-17069458905671303722017-02-20T09:56:00.001+05:302017-02-20T09:57:31.691+05:30Thermal Printer, Panel Printer, with Arduino RS232, Serial Communication<div dir="ltr" style="text-align: left;" trbidi="on">
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<h2 style="text-align: left;">
<span style="font-family: inherit;">Thermal Printer, Panel Printer, with Arduino RS232, Serial Communication</span></h2>
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<h3 style="clear: both; text-align: left;">
<span style="font-family: inherit;">Features</span></h3>
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<span style="font-family: inherit;">1) Compact Design</span></div>
<div class="separator" style="clear: both;">
<span style="font-family: inherit;">2) High Speed</span></div>
<div class="separator" style="clear: both;">
<span style="font-family: inherit;">3) High Resolution</span></div>
<div class="separator" style="clear: both;">
<span style="font-family: inherit;">4) Light Weight</span></div>
<div class="separator" style="clear: both;">
<span style="font-family: inherit;">5) Low Noise</span></div>
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<span style="font-family: inherit;">6) Easy Loading</span></div>
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<span style="font-family: inherit;">7) Electrostatic Protection</span></div>
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<span style="font-family: inherit;">8) Tough Body</span></div>
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<span style="font-family: inherit;">9) Pannel Paper Cutter</span></div>
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<h3 style="clear: both; text-align: left;">
<span style="font-family: inherit;">Outline</span></h3>
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<span style="font-family: inherit;">Printing Method: Thermal</span></div>
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<span style="font-family: inherit;">Paper Width: 57.5mm</span></div>
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<span style="font-family: inherit;">Paper Diameter: 55mm</span></div>
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<span style="font-family: inherit;">Resolution: 203DPI</span></div>
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<span style="font-family: inherit;">Printing Speed: Up to 90mm/s</span></div>
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<span style="font-family: inherit;">Barcode Supported: I25,UPC-A,UPC-E,EAN-8, EAN-13,Codebar,Code39, Code93,Code128,Code11,MSI</span></div>
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<span style="font-family: inherit;">Font: ASCII(12x24)</span></div>
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<span style="font-family: inherit;">Graphic printing: Direct bitmap printing</span></div>
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<span style="font-family: inherit;">Paper Sensor: Photo-sensor</span></div>
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<span style="font-family: inherit;">Head tempeture detection: Thermistor</span></div>
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<span style="font-family: inherit;">Communication Interface: RS232 or RS232 with TTL level</span></div>
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<span style="font-family: inherit;">Power supply: 5V-9V</span></div>
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<span style="font-family: inherit;">Head Life: 50km</span></div>
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<span style="font-family: inherit;">Printing width: 48mm</span></div>
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<span style="font-family: inherit;">Operation condition: 5~45c, 20~90%RH(40c)</span></div>
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<span style="font-family: inherit;">Storage condition: -40~60c, 20~93%RH(40c)</span></div>
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<span style="font-family: inherit;"><br /></span></div>
<h3 style="clear: both; text-align: left;">
Control Board Details</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisXJ9uEsnaI9bg4fCY4ptIlfj6gXM2sBnyDt28g37RLTYXZzi6a3CJxERV03jg053OjF7sMfx4ZqRzdDQFIK5y9y3ayaxZ3suiAUeMZlwVlw1YdQkHDnYNqA6-4f3YbqPJgkxB0c54r3MN/s1600/Capture2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisXJ9uEsnaI9bg4fCY4ptIlfj6gXM2sBnyDt28g37RLTYXZzi6a3CJxERV03jg053OjF7sMfx4ZqRzdDQFIK5y9y3ayaxZ3suiAUeMZlwVlw1YdQkHDnYNqA6-4f3YbqPJgkxB0c54r3MN/s1600/Capture2.JPG" width="400" /></a></div>
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<h3 style="clear: both; text-align: left;">
Printing Test</h3>
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After power up, connect J1 and disconnect, one test page will be printed.</div>
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On board LED </h3>
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There is one LED on board to indicate the status of the board. The indicator is as follows: </div>
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Blink one: Work well </div>
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Blink two: No printer is detected </div>
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Blink three: No paper is detected </div>
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Blank five: Printer mechanism is overheat.</div>
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<h3 style="text-align: left;">
Serial Communication.</h3>
this printer integrate 2 serial communication connectors.<br />
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The RS232 connector is specially dedicated to the full RS232 protocol (+/- 12V levels), when the TTL connector is designed to handle TTL levels (0/5V levels).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifA4-amR9Hge1pBpCrW26UvQHDX016V1U153GuenMzfOPrn9sZ_lHj_b_iEl-aSEs8D7PhbQUb01x-baBMBzQMKQKONUnzkjWwc25VTozjl0Mkhi471IzOU-nkp19GRUBqP20r5lWzduc-/s1600/Capture3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="88" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifA4-amR9Hge1pBpCrW26UvQHDX016V1U153GuenMzfOPrn9sZ_lHj_b_iEl-aSEs8D7PhbQUb01x-baBMBzQMKQKONUnzkjWwc25VTozjl0Mkhi471IzOU-nkp19GRUBqP20r5lWzduc-/s1600/Capture3.JPG" width="640" /></a></div>
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<h3 style="text-align: left;">
<span style="font-family: inherit;">RS232 and TTL Connector details.</span></h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9ykAG0wPNMawZbKK_84StbUVravjPeqjrZBf8Bf3ZzPSCA0aEoQ6WsNBG2qOnffJy25IUMUqDi_EhjosE3DvVAErtuwTkcZNSC-LfhPsQqWJxpDLHRtn0ITAm3kGaq8qovITK4KdGL18E/s1600/Capture4.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9ykAG0wPNMawZbKK_84StbUVravjPeqjrZBf8Bf3ZzPSCA0aEoQ6WsNBG2qOnffJy25IUMUqDi_EhjosE3DvVAErtuwTkcZNSC-LfhPsQqWJxpDLHRtn0ITAm3kGaq8qovITK4KdGL18E/s1600/Capture4.JPG" width="400" /></a></div>
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http://printarduino.blogspot.in/2010/02/arduino-and-thermal-printers.html</div>
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0tag:blogger.com,1999:blog-5740915602188508427.post-77834148366607230302014-07-18T17:21:00.002+05:302017-02-16T12:08:32.739+05:307th pay commission [7th CPC] COMMON MEMORANDUM – AT A GLANCE<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="padding: 0px 0px 15px; text-align: center;">
<span style="color: #333333;"><span style="font-family: "verdana" , sans-serif; line-height: 22px;"><b>7th pay commission </b></span></span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px; text-align: center;">
<strong><span style="font-family: "verdana" , sans-serif;">7TH CPC COMMON MEMORANDUM – AT A GLANCE</span></strong><br />
<strong><span style="font-family: "verdana" , sans-serif;"><br /></span></strong>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7APT8bTzegwYvb9Wy2Mgvg9sF4GEdoKOMuby4ZC_6EgaEUokMwC03fnMBct6CWsrDo0HIWeJ5qLBSEZ1vcW4cFgXwwoRiELQz4BGTLF-52JeibLZWpyBqVsewsQJbhHGpkS6MTYuR-PmZ/s1600/7th-Pay-Commission11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7APT8bTzegwYvb9Wy2Mgvg9sF4GEdoKOMuby4ZC_6EgaEUokMwC03fnMBct6CWsrDo0HIWeJ5qLBSEZ1vcW4cFgXwwoRiELQz4BGTLF-52JeibLZWpyBqVsewsQJbhHGpkS6MTYuR-PmZ/s320/7th-Pay-Commission11.jpg" width="320" /></a></div>
<strong><span style="font-family: "verdana" , sans-serif;"><br /></span></strong></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">Highlights of the Memorandum submitted on issues common to all Central Government employees to Secretary 7th Pay Commission.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">JCM NC has also submitted Interim Memorandum on <strong>interim relief and Merger of DA.</strong></span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">1. Pay scales are calculated on the basis of pay drawn pay in pay band + GP + 100% DA by employees as on 01.01.2014.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">2. 7th CPC report should be implemented w.e.f. 01-01-2014. In future five year wage revision.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">3. Scrap New Pension Scheme and cover all employees under Old Pension and Family Pension Scheme.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">4. JCM has proposed minimum wage for MTS (Skilled) Rs.26,000 p.m.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">5. Ratio of minimum and maximum wage should be 1:8.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">6. General formula for determination of pay scale based on minimum living wage demanded for MTS is pay in PB+GP x 3.7.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">7. Annual rate of increment @ 5% of the pay.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">8. Fixation of pay on promotion = 2 increments and difference of pay between present and promotional posts (minimum Rs.3000).</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">9. The pay structure demanded is as under:- (open ended pay scales – Total 14 pay scales)</span></div>
<table border="1" cellpadding="5" cellspacing="0" style="border-collapse: collapse; color: #333333; line-height: 22px;"><tbody>
<tr><td><span style="font-family: "verdana" , sans-serif;">Existing</span></td><td><span style="font-family: "verdana" , sans-serif;">Proposed(in Rs.)</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-1, GP Rs. 1800</span></td><td rowspan="2"><span style="font-family: "verdana" , sans-serif;">26,000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-1, GP Rs. 1900</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-1, GP Rs. 2000</span></td><td rowspan="2"><span style="font-family: "verdana" , sans-serif;">33,000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-1, GP Rs. 2400</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-1, GP Rs. 2800</span></td><td><span style="font-family: "verdana" , sans-serif;">46,000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-2, GP Rs. 4200</span></td><td rowspan="2"><span style="font-family: "verdana" , sans-serif;">56,000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-2, GP Rs. 4600</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-2, GP Rs. 4800</span></td><td><span style="font-family: "verdana" , sans-serif;">74000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-2, GP Rs. 5400</span></td><td><span style="font-family: "verdana" , sans-serif;">78,000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-3, GP 5400</span></td><td><span style="font-family: "verdana" , sans-serif;">88000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-3, GP 6600</span></td><td><span style="font-family: "verdana" , sans-serif;">102000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-3, GP 7600</span></td><td><span style="font-family: "verdana" , sans-serif;">120000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">PB-4, GP 8900</span></td><td><span style="font-family: "verdana" , sans-serif;">148000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">P4-4, GP 10000</span></td><td><span style="font-family: "verdana" , sans-serif;">162000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">HAG</span></td><td><span style="font-family: "verdana" , sans-serif;">193000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Apex Scale</span></td><td><span style="font-family: "verdana" , sans-serif;">213000</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Cabinet Secretary</span></td><td><span style="font-family: "verdana" , sans-serif;">240000</span></td></tr>
</tbody></table>
<table border="1" cellpadding="5" cellspacing="0" style="border-collapse: collapse; color: #333333; line-height: 22px;"><tbody>
<tr><td><span style="font-family: "verdana" , sans-serif;">X Classified City</span></td><td><span style="font-family: "verdana" , sans-serif;">Other Places</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Rs. 7500 + DA</span></td><td><span style="font-family: "verdana" , sans-serif;">Rs. 3750 +DA</span></td></tr>
</tbody></table>
<table border="1" cellpadding="5" cellspacing="0" style="border-collapse: collapse; color: #333333; line-height: 22px;"><tbody>
<tr><td><span style="font-family: "verdana" , sans-serif;">Category</span></td><td><span style="font-family: "verdana" , sans-serif;">A1, A Class City</span></td><td><span style="font-family: "verdana" , sans-serif;">Other Cities</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Executive</span></td><td><span style="font-family: "verdana" , sans-serif;">Rs. 5000 per day + DA</span></td><td><span style="font-family: "verdana" , sans-serif;">Rs. 3500 per day + DA</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Non-Executive</span></td><td><span style="font-family: "verdana" , sans-serif;">Rs. 4000 per day + DA</span></td><td><span style="font-family: "verdana" , sans-serif;">Rs. 2500 per day + DA</span></td></tr>
</tbody></table>
<table border="1" cellpadding="5" cellspacing="0" style="border-collapse: collapse; color: #333333; line-height: 22px;"><tbody>
<tr><td><span style="font-family: "verdana" , sans-serif;">X Class Cities</span></td><td><span style="font-family: "verdana" , sans-serif;">60%</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Other Classified Cities</span></td><td><span style="font-family: "verdana" , sans-serif;">40%</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">Unclassified Locations</span></td><td><span style="font-family: "verdana" , sans-serif;">20%</span></td></tr>
</tbody></table>
<table border="1" cellpadding="5" cellspacing="0" style="border-collapse: collapse; color: #333333; line-height: 22px;"><tbody>
<tr><td></td><td><span style="font-family: "verdana" , sans-serif;">`X’ Class Cities</span></td><td><span style="font-family: "verdana" , sans-serif;">`Y’ Class Cities</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">A. Pay up to Rs.50,000</span></td><td><span style="font-family: "verdana" , sans-serif;">10%</span></td><td><span style="font-family: "verdana" , sans-serif;">5%</span></td></tr>
<tr><td><span style="font-family: "verdana" , sans-serif;">B. Pay above Rs.50,000</span></td><td><span style="font-family: "verdana" , sans-serif;">6% minimum Rs 5000</span></td><td><span style="font-family: "verdana" , sans-serif;">3% minimum Rs.2500</span></td></tr>
</tbody></table>
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<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">9 (a) Wages and service conditions of Gramin Dak Sevaks is to be examined by 7th CPC itself.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">10. Dearness Allowances on the basis of 12 monthly average of CPI, Payment on 1st Jan and 1st July every year.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">11. Overtime Allowances on the basis of total Pay + DA + Full TA.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">12 Liabilities of all Government dues of persons died in harness be waived.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">13. Transfer Policy – Group `C and `D Staff should not be transferred. DoPT should issue clear cut guideline as per 5th CPC recommendation. Govt. should from a Transfer Policy in each department for transferring on mutual basis on promotion. Any order issued in violation of policy framed be cancelled by head of department on representation.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">14. Transport Allowance -</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">The stipulation for TA that the Govt. employee should be on duty in his headquarters for certain number of days during the calendar month should be removed.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">15. Deputation Allowance double the rates and should be paid 10% of the pay at same station and 20% of the pay at outside station.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">16. Classification of the post should be executive and non-executive instead of present Group A,B.C.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">17. Special Pay which was replaced with Special/Allowance by 4th CPC be bring back to curtail pay scales.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">18. Scrap downsizing, outsourcing and contracting of govt. jobs.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">19. Regularize all casual labour and count their entire service after first two year, as a regular service for pension and all other benefits. They should not be thrown out by engaging contractors workers.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">20. The present MACPs Scheme be replaced by giving five promotion after completion of 8,15,21,26 and 30 year of service with benefits of stepping up of pay with junior and also hierarchical pay scales.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">21. PLB being bilateral agreement, it should be out of 7th CPC perview.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">22. Housing facility:-</span><br />
<span style="font-family: "verdana" , sans-serif;">(a) To achieve 70% houses in Delhi and 40% in all other towns to take lease accommodation and allot to the govt. employees.</span><br />
<span style="font-family: "verdana" , sans-serif;">(b) Land and building acquired by it department may be used for constructing houses for govt. employees.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">23. House Building Allowance :-</span><br />
<span style="font-family: "verdana" , sans-serif;">(a) Simplify the procedure of HBA</span><br />
<span style="font-family: "verdana" , sans-serif;">(b) Entitle to purchase second and used houses</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">24. Common Category – Equal Pay for similar nature of work be provided.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">25. Compassionate appointment – remove ceiling of 5% and give appointment within Three months.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">26. Traveling Allowance:-</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">27. Composite Transfer Grant: -</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">Executive Class 6000 kg by Goods Train/ Rate per km by road 8 Wheeler Wagon Rs.50+DA(Rs.1 per kg and single container per km)</span><br />
<span style="font-family: "verdana" , sans-serif;">Non-Executive Class 3000 kg – do – -do-</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">28. Children Education Allowance should be allowed up to Graduate, Post Graduate, and all Professional Courses. Allow any two children for Children Education Allowance.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">29. Fixation of pay on promotion – two increments in feeder grade with minimum benefit of Rs.3000.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">30. House Rent Allowance</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">31. Compensatory City Allowance.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">32. Patient Care Allowance to all para-medical and staff working in hospitals.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">33. All allowances to be increased by three times.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">34. NE Region benefits – Payment of Special Duty Allowance @ 37.5% of pay.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">35. Training: – Sufficient budget for in-service training.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">36. Leave Entitlement</span><br />
<span style="font-family: "verdana" , sans-serif;">(i) Increase Casual Leave 08 to 12 days & 10 days to 15 days.</span><br />
<span style="font-family: "verdana" , sans-serif;">(ii) Declare May Day as National Holiday</span><br />
<span style="font-family: "verdana" , sans-serif;">(iii) In case of Hospital Leave, remove the ceiling of maximum 24 months leave and 120 days full payment and remaining half payment.</span><br />
<span style="font-family: "verdana" , sans-serif;">(iv) Allow accumulation of 400 days Earned Leave</span><br />
<span style="font-family: "verdana" , sans-serif;">(v) Allow encashment of 50% leave while in service at the credit after 20 years Qualifying Service.</span><br />
<span style="font-family: "verdana" , sans-serif;">(vi) National Holiday Allowance (NHA) – Minimum one day salary and eligibility criteria to be removed for all Non Executive Staff.</span><br />
<span style="font-family: "verdana" , sans-serif;">(vii) Permit encashment of Half Pay Leave.</span><br />
<span style="font-family: "verdana" , sans-serif;">(viii) Increase Maternity Leave to 240 days to female employees & increase 30 days Paternity Leave to male employees.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">37. LTC</span><br />
<span style="font-family: "verdana" , sans-serif;">(a) Permission to travel by air within and outside the NE Region.</span><br />
<span style="font-family: "verdana" , sans-serif;">(b) To increase the periodicity once in a two year.</span><br />
<span style="font-family: "verdana" , sans-serif;">(c) One visit outside country in a lifetime</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">38. Income Tax:</span><br />
<span style="font-family: "verdana" , sans-serif;">(i) Allow 30% standard deduction to salaried employees.</span><br />
<span style="font-family: "verdana" , sans-serif;">(ii) Exempt all allowances.</span><br />
<span style="font-family: "verdana" , sans-serif;">(iii) Raise the ceiling limit as under:</span><br />
<span style="font-family: "verdana" , sans-serif;">(a) General – 2 Lakh to 5 Lakh</span><br />
<span style="font-family: "verdana" , sans-serif;">(b) Sr. Citizen – 2.5 Lakh to 7 Lakh</span><br />
<span style="font-family: "verdana" , sans-serif;">(c) Sr. Citizen above 80 years of age – 5 Lakh to 10 Lakh</span><br />
<span style="font-family: "verdana" , sans-serif;">(iv) No Income Tax on pension and family pension and Dearness Relief.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">39. (a) Effective grievance handling machinery for all non-executive staff.</span><br />
<span style="font-family: "verdana" , sans-serif;">(b) Spot settlement</span><br />
<span style="font-family: "verdana" , sans-serif;">(c) Maintain schedule of three meetings in a year</span><br />
<span style="font-family: "verdana" , sans-serif;">(d) Department Council be revived at all levels</span><br />
<span style="font-family: "verdana" , sans-serif;">(e) Arbitration Award be implemented within six month, if not be discussed with Staff Side before rejection for finding out some modified form of agreement.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">40. Appoint Arbitrator for shorting all pending anomalies of the 6th CPC.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">41. Date of Increment – 1st January and 1st July every year. In case of employees retiring on 31st December and 30th June, they should be given one increment on last day of service, i.e. 31st December and 30th June, and their retirements benefits should be calculated by adding the same.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">42. General Insurance: Active Insurance Scheme covering risk upto Rs. 7,50,000/- to Non Executive & Rs. 3,50,000/- to Skilled staff by monthly contribution of Rs. 750/- & Rs. 350/- respectively.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">43. Point to point fixation of pay.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">44. Extra benefits to Women employees (i) 30% reservation for women.</span><br />
<span style="font-family: "verdana" , sans-serif;">(ii) Posting of husband and wife at same station.</span><br />
<span style="font-family: "verdana" , sans-serif;">(iii) One month special rest for chronic disease</span><br />
<span style="font-family: "verdana" , sans-serif;">(iv) Conversion of Child Care Leave into Family Care Leave</span><br />
<span style="font-family: "verdana" , sans-serif;">(v) Flexi time</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">45. Gratuity:</span><br />
<span style="font-family: "verdana" , sans-serif;">Existing ceiling of 16 ½ months be removed and Gratuity be paid @ half month salary for every year of qualifying service.</span><br />
<span style="font-family: "verdana" , sans-serif;">Remove ceiling limit of Rs.10 Lakh for Gratuity.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">46. Pension:</span><br />
<span style="font-family: "verdana" , sans-serif;">(i) Pension @ 67% of Last Pay Drawn (LPD) instead of 50% presently.</span><br />
<span style="font-family: "verdana" , sans-serif;">(ii) Pension after 10 years of qualifying service in case of resignation.</span><br />
<span style="font-family: "verdana" , sans-serif;">(iii) Increase pension age-based as under:</span><br />
<span style="font-family: "verdana" , sans-serif;">65 Years – 70% of Las Pay Drawn (LPD)</span><br />
<span style="font-family: "verdana" , sans-serif;">70 Years – 75% of LPD</span><br />
<span style="font-family: "verdana" , sans-serif;">75 Years – 80% of LPD</span><br />
<span style="font-family: "verdana" , sans-serif;">80 Years – 85% of LPD</span><br />
<span style="font-family: "verdana" , sans-serif;">85 Years – 90% of LPD</span><br />
<span style="font-family: "verdana" , sans-serif;">90 Years – 100% of LPD</span><br />
<span style="font-family: "verdana" , sans-serif;">(iv) Parity of pension to retirees before 1.1.2006.</span><br />
<span style="font-family: "verdana" , sans-serif;">(v) Enhanced family pension should be same in case of death in harness and normal death.</span><br />
<span style="font-family: "verdana" , sans-serif;">(vi) After 10 years, family pension should be 50% of LPD.</span><br />
<span style="font-family: "verdana" , sans-serif;">(vii) Family pension to son upto the age of 28 years looking to the recruitment age.</span><br />
<span style="font-family: "verdana" , sans-serif;">(viii) Fixed Medical Allowance (FMA) @ Rs.2500/- per month.</span><br />
<span style="font-family: "verdana" , sans-serif;">(ix) Extend medical facilities to parents also.</span><br />
<span style="font-family: "verdana" , sans-serif;">(x) HRA to pensioners.</span><br />
<span style="font-family: "verdana" , sans-serif;">(xi) Improvement in ex-gratia pension to CPF/SRPF retirees up to 1/3rd of full pension.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">NB: The above is only gist. All points raised by us not included. For understanding the entire demands raised by us, Please read the full memorandum published in our website.</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">(M. Krishnan)</span><br />
<span style="font-family: "verdana" , sans-serif;">Secretary General</span><br />
<span style="font-family: "verdana" , sans-serif;">NFPE/Confederation</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;">Source: http://confederationhq.blogspot.in/</span></div>
<div style="color: #333333; line-height: 22px; padding: 0px 0px 15px;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.comIndia20.593684 78.962880000000041-8.580994 37.654286000000042 49.768361999999996 120.27147400000004tag:blogger.com,1999:blog-5740915602188508427.post-70144962512527213982014-01-09T10:44:00.000+05:302014-01-09T10:44:18.316+05:30Fuse bits for AVR ATMega8 Ponyprog<div dir="ltr" style="text-align: left;" trbidi="on">
It is about the question of how the fuse bits must be set in most cases.<br />
<br />
And here it is, the collection of the default settings most frequently used the fuse bits for <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="7f38eaed-a34b-4f52-b6bb-e49b83de4572" id="d452f6c4-edb8-402a-ae3b-8b590a763132">ATmega8</span>.<br />
Fuse bits for AVR ATMega8 Ponyprog<br />
<br />
First, verify with Datasheets, because some of Atmega are made for only lower frequency response.<br />
Like <b>ATMega8L</b> will works till 8Mhz frequency.<br />
<br />
I am no responsible for any loss or IC damage, only one wrong fuse bit will make non responsive ic. That may be recover by fusebit doctor.<br />
<h3 style="text-align: left;">
1 MHz internal RC Oscillator</h3>
<br />
<b>Low Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11100001</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="2c892345-c4c7-431d-8c70-98f3fc874840" id="67eb93be-4783-443f-a627-f9d5c5482fee">Brown-out</span> detection level at VCC = 2.7 V; [BODLEVEL = 1]</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="87f13515-1a20-49ac-b51b-4b313b7be728" id="591e34cf-ebf9-4edf-a7a8-d44af8f0a83f">Int</span>. RC Osc. 1 MHz start-up time: 6 CK + 64 ms; [CHSEL = 0001 SUT = 10]; <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="da92e041-07a3-4c04-aa96-61fc0f78c734" id="3b70b3d9-0408-4e3e-97f1-cb9bb696289e">defaultValue</span></li>
</ul>
<br />
<b><br /></b>
<b>High Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11011001</li>
<li>Serial program downloading (SPI) enabled; [SPIEN = 0]</li>
<li>Boot Flash section size = 1024 words start address = $ 0C00 boat; [BOOTSZ = 00]; <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="e1d97882-1337-4e2f-8c41-055e60afc5be" id="8262feb9-4263-49b7-b84a-561c617c735e">defaultValue</span></li>
</ul>
<br />
<b>Lockbits</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li>Mode 1: No memory lock features enabled</li>
<li>Application Protection Mode 1: No lock on SPM and LPM in Application Section</li>
<li>Boot Loader Protection Mode 1: No lock on SPM and LPM in Boot Loader Section</li>
</ul>
<br />
<h3 style="text-align: left;">
8 MHz internal RC Oscillator</h3>
<br />
<b>Low Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11100100</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="cc0b3f1d-6968-4840-8793-2240febfc352" id="d37288c2-f836-4ccf-b37f-4d375a6825b1">Brown-out</span> detection level at VCC = 2.7 V; [BODLEVEL = 1]</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="5f7ba06f-e440-4835-9a65-7562661eba6e" id="6634ca90-f921-407e-a717-2f7c707f57bb">Int</span>. RC Osc. 8 MHz start-up time: 6 CK + 64 ms; [CKSEL = 0100 SUT = 10]</li>
</ul>
<br />
<b>High Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11011001</li>
<li>Serial program downloading (SPI) enabled; [SPIEN = 0]</li>
<li>Boot Flash section size = 1024 words start address = $ 0C00 boat; [BOOTSZ = 00]; <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="ec5908df-1f1c-492d-820b-dd77cb902bc3" id="f33ad135-3cb5-49d3-a653-6ac2b0f274cf">defaultValue</span></li>
</ul>
<br />
<b>Lockbits</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li>Mode 1: No memory lock features enabled</li>
<li>Application Protection Mode 1: No lock on SPM and LPM in Application Section</li>
<li>Boot Loader Protection Mode 1: No lock on SPM and LPM in Boot Loader Section</li>
</ul>
<br />
<h3 style="text-align: left;">
3-8 <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="60372c20-53ca-41a0-bdb7-65f36c3c34a1" id="4cc807fc-cf31-478c-a3b2-c67ce92d1b55">Mhz</span> external crystal</h3>
<br />
<b>Low Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="2f948f48-3391-4ba2-b71e-569bb97f04ed" id="06da42cb-45db-44aa-959b-187767f061ba">Brown-out</span> detection level at VCC = 2.7 V; [BODLEVEL = 1]</li>
<li>. External Crystal / Resonator High Freq, Start-up time: 16K CK + 64 ms; [CKSEL = 1111 SUT = 11]</li>
</ul>
<br />
<b>High Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11011001</li>
<li>Serial program downloading (SPI) enabled; [SPIEN = 0]</li>
<li>Boot Flash section size = 1024 words start address = $ 0C00 boat; [BOOTSZ = 00]; <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="01390fd9-e1cc-4621-b00d-9bbfefb080b0" id="bfc71543-24b8-4e4c-9f6c-6f1f9768b337">defaultValue</span></li>
</ul>
<br />
<b>Lockbits</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li>Mode 1: No memory lock features enabled</li>
<li>Application Protection Mode 1: No lock on SPM and LPM in Application Section</li>
<li>Boot Loader Protection Mode 1: No lock on SPM and LPM in Boot Loader Section</li>
</ul>
<br />
<b>8-16 <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="45c85afd-73f1-48c7-8fd4-1ee587bcd598" id="d61b9c6d-b1bf-4834-9ff7-7b1b095b5c5b">Mhz</span> external crystal</b><br />
<br />
<b>Low Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li><span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="9c0fa6ab-6300-4a57-87d5-9442163d690d" id="fc086b8c-bb87-4410-ba16-424711a41f3a">Brown-out</span> detection level at VCC = 2.7 V; [BODLEVEL = 1]</li>
<li>. External Crystal / Resonator High Freq, Start-up time: 16K CK + 64 ms; [CKSEL = 1111 SUT = 11]</li>
</ul>
<b>High Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11001001</li>
<li>Serial program downloading (SPI) enabled; [SPIEN = 0]</li>
<li>Boot Flash section size = 1024 words start address = $ 0C00 boat; [BOOTSZ = 00]; <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="789d99c0-f94a-4ac7-a436-d7b076557254" id="c793d684-dd8b-4844-871c-418016ae89f5">defaultValue</span></li>
<li>CKOPT fuse (operation dependent of CKSEL fuses); [CKOPT = 0]</li>
</ul>
<br />
<b>Lockbits</b><br />
<br />
<br />
<ul style="text-align: left;">
<li>11111111</li>
<li>Mode 1: No memory lock features enabled</li>
<li>Application Protection Mode 1: No lock on SPM and LPM in Application Section</li>
<li>Boot Loader Protection Mode 1: No lock on SPM and LPM in Boot Loader Section</li>
</ul>
<div>
<br />
<hr />
</div>
<div>
<h2 style="text-align: left;">
<span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="1253779a-03fe-44b3-a969-69462c1bbdae" id="4cc34bf2-d269-4a92-9103-6de07115d938">PonyProg</span></h2>
<h3 style="text-align: left;">
1 MHz internal RC Oscillator</h3>
</div>
<div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNIPcqbbUvhdpLoJ14n9dyNxLweIKZNjBPLXuKRxMG5c2rqb6UjO57ETHH_isfAW2unCZHCW01bW0Hc_oAlMeXC1t9uzBUXznzTFDbAPWc4MtU85CdrLVP1r1RKB_vuNyVShrBNe39W7gU/s1600/ponyprog_fuse_intern_rc_1mhz.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNIPcqbbUvhdpLoJ14n9dyNxLweIKZNjBPLXuKRxMG5c2rqb6UjO57ETHH_isfAW2unCZHCW01bW0Hc_oAlMeXC1t9uzBUXznzTFDbAPWc4MtU85CdrLVP1r1RKB_vuNyVShrBNe39W7gU/s1600/ponyprog_fuse_intern_rc_1mhz.gif" height="191" width="400" /></a></div>
<b>Lockbits</b><br />
<br />
<br />
<ul style="text-align: left;">
<li><b>11111111</b></li>
</ul>
<br />
<b>High Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li><b>11011001</b></li>
<li>SPIEN</li>
<li>BOOTSZ1</li>
<li>BOOTSZ0</li>
</ul>
<br />
<b>Low Fuse</b><br />
<br />
<br />
<ul style="text-align: left;">
<li><b>11100001</b></li>
<li>SUT0</li>
<li>CKSEL3</li>
<li>CKSEL2</li>
<li>CHSEL1</li>
</ul>
</div>
<h3 style="text-align: left;">
8 MHz internal RC Oscillator</h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi93SGRduo2JPGzi4J-NsZE6ozR32ZxKAyh8gEDEPwQgxBXMRk8z6Spw1wHRFnG4gsHbxQQUVPP2Ul-8wh_PmaGOPPg8EatLahXS7ei6YeptJsP00aLp5FFMB7NDm4TmfWbVF2lV7VDxFCF/s1600/ponyprog_fuse_intern_rc_8mhz.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi93SGRduo2JPGzi4J-NsZE6ozR32ZxKAyh8gEDEPwQgxBXMRk8z6Spw1wHRFnG4gsHbxQQUVPP2Ul-8wh_PmaGOPPg8EatLahXS7ei6YeptJsP00aLp5FFMB7NDm4TmfWbVF2lV7VDxFCF/s1600/ponyprog_fuse_intern_rc_8mhz.gif" height="192" width="400" /></a></div>
<div>
<div>
<b>Lockbits</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11111111</b></li>
</ul>
</div>
<div>
<b>High Fuse</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11011001</b></li>
<li>SPIEN</li>
<li>BOOTSZ1</li>
<li>BOOTSZ0</li>
</ul>
</div>
<div>
<b>Low Fuse</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11100100</b></li>
<li>SUT0</li>
<li>CKSEL3</li>
<li>CKSEL1</li>
<li>CHSEL0</li>
</ul>
<div>
<h3 style="background-color: white; text-align: left;">
<span style="font-family: Verdana, Geneva, Arial, Helvetica, sans-serif;"><span style="font-size: 17px;">8-16 <span class="GINGER_SOFTWARE_mark" ginger_software_uiphraseguid="fd42308a-45aa-40fc-a4a3-91be4e2af759" id="9a3d30c1-fa17-4737-9fdc-a874dbcb80a1">Mhz</span> external crystal</span></span></h3>
</div>
</div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAiZJDZBy3K1R7aG153A0sxapdWT0eVt1sdArlCdh-ip-koHjuCvudVvns_zlGGtIBjVA9m7IL-J5QZz18K4b8BRrk8C2c3L3f54rEOQy92WbU0SrWLWB8e0p79VgQnnTkkoGlq1JWPaNl/s1600/ponyprog_fuse_ext_quarz_8-16mhz.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAiZJDZBy3K1R7aG153A0sxapdWT0eVt1sdArlCdh-ip-koHjuCvudVvns_zlGGtIBjVA9m7IL-J5QZz18K4b8BRrk8C2c3L3f54rEOQy92WbU0SrWLWB8e0p79VgQnnTkkoGlq1JWPaNl/s1600/ponyprog_fuse_ext_quarz_8-16mhz.gif" height="192" width="400" /></a></div>
<div>
<span style="font-family: Verdana, Geneva, Arial, Helvetica, sans-serif;"><span style="font-size: 17px;"><br /></span></span></div>
<div>
<br /></div>
<div>
<div>
<b>Lockbits</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11111111</b></li>
</ul>
</div>
<div>
<b>High Fuse</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11001001</b></li>
<li>SPIEN</li>
<li>CKOPT</li>
<li>BOOTSZ1</li>
<li>BOOTSZ0</li>
</ul>
</div>
<div>
<b>Low Fuse</b></div>
<div>
<br /></div>
<div>
<ul style="text-align: left;">
<li><b>11111111</b></li>
</ul>
</div>
</div>
<div>
<br /></div>
<div>
<br /></div>
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<div class="blogger-post-footer">By: Arshad Pathan { http://ars2k6.blogspot.com }</div>Arshad Pathanhttp://www.blogger.com/profile/17331528087079515941noreply@blogger.com0