<?xml version="1.0" encoding="UTF-8"?>
<root>
    <author>ENA</author>
    <category>Knowledge Resource</category>
    <date>2016-08-03 10:59:04</date>
    <fulldesc>&lt;p&gt;&lt;strong&gt;New Delhi, Aug 3 (KNN)&lt;/strong&gt; The Goods and Services Tax (GST), the biggest reform in Indias indirect tax structure since the economy began to be opened up 25 years ago, is crossing its last milestone today. The discussions on Constitution (122nd) Amendment Bill which will change the way business is done in the country on in the Rajya Sabha. Lets have a look at FAQs on the crucial bill.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 1. What is GST? How does it work?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer: &lt;/strong&gt;GST is one indirect tax for the whole nation, which will make India one unified common market.make India one unified common market.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;GST is a single tax on the supply of goods and services, right from the manufacturer to the consumer. Credits of input taxes paid at each stage will be available in the subsequent stage of value addition, which makes GST essentially a tax only on value addition at each stage. The final consumer will thus bear only the GST charged by the last dealer in the supply chain, with set-off benefits at all the previous stages.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 2. What are the benefits of GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:&lt;/strong&gt;  The benefits of GST can be summarized as under: &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;For business and industry&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Easy compliance:&lt;/strong&gt; A robust and comprehensive IT system would be the foundation of the GST regime in India. Therefore, all tax payer services such as registrations, returns, payments, etc. would be available to the taxpayers online, which would make compliance easy and transparent.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;Uniformity of tax rates and structures: GST will ensure that indirect tax rates and structures are common across the country, thereby increasing certainty and ease of doing business. In other words, GST would make doing business in the country tax neutral, irrespective of the choice of place of doing business.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Removal of cascading:&lt;/strong&gt; A system of seamless tax-credits throughout the value-chain, and across boundaries of States, would ensure that there is minimal cascading of taxes. This would reduce hidden costs of doing business.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Improved competitiveness:&lt;/strong&gt; Reduction in transaction costs of doing business would eventually lead to an improved competitiveness for the trade and industry.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Gain to manufacturers and exporters:&lt;/strong&gt; The subsuming of major Central and State taxes in GST, complete and comprehensive set-off of input goods and services and phasing out of Central Sales Tax (CST) would reduce the cost of locally manufactured goods and services. This will increase the competitiveness of Indian goods and services in the international market and give boost to Indian exports. The uniformity in tax rates and procedures across the country will also go a long way in reducing the compliance cost.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;For Central and State Governments:&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Simple and easy to administer:&lt;/strong&gt; Multiple indirect taxes at the Central and State levels are being replaced by GST. Backed with a robust end-to-end IT system, GST would be simpler and easier to administer than all other indirect taxes of the Centre and State levied so far.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Better controls on leakage:&lt;/strong&gt; GST will result in better tax compliance due to a robust IT infrastructure. Due to the seamless transfer of input tax credit from one stage to another in the chain of value addition, there is an inbuilt mechanism in the design of GST that would incentivize tax compliance by traders.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Higher revenue efficiency:&lt;/strong&gt; GST is expected to decrease the cost of collection of tax revenues of the&lt;/p&gt;&#13;
&#13;
&lt;p&gt;Government, and will therefore, lead to higher revenue efficiency.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;For the consumer:&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Single and transparent tax proportionate to the value of goods and services:&lt;/strong&gt; Due to multiple indirect taxes being levied by the Centre and State, with incomplete or no input tax credits available at progressive stages of value addition, the cost of most goods and services in the country today are laden with many hidden taxes. Under GST, there would be only one tax from the manufacturer to the consumer, leading to transparency of taxes paid to the final consumer.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Relief in overall tax burden:&lt;/strong&gt; Because of efficiency gains and prevention of leakages, the overall tax burden on most commodities will come down, which will benefit consumers.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 3.  Which taxes at the Centre and State level are being subsumed into GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:&lt;/strong&gt;  At the &lt;strong&gt;Central&lt;/strong&gt; level, the following taxes are being subsumed:&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;Central Excise Duty,&lt;/li&gt;&#13;
	&lt;li&gt;Additional Excise Duty,&lt;/li&gt;&#13;
	&lt;li&gt;Service Tax,&lt;/li&gt;&#13;
	&lt;li&gt;Additional Customs Duty commonly known as Countervailing Duty, and&lt;/li&gt;&#13;
	&lt;li&gt;Special Additional Duty of Customs.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;At the &lt;strong&gt;State&lt;/strong&gt; level, the following taxes are being subsumed:&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;Subsuming of State Value Added Tax/Sales Tax,&lt;/li&gt;&#13;
	&lt;li&gt;Entertainment Tax (other than the tax levied by the local bodies), Central Sales Tax (levied by the Centre and collected by the States),&lt;/li&gt;&#13;
	&lt;li&gt;Octroi and Entry tax,&lt;/li&gt;&#13;
	&lt;li&gt;Purchase Tax,&lt;/li&gt;&#13;
	&lt;li&gt;Luxury tax, and f. Taxes on lottery, betting and gambling.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 4.  &lt;/strong&gt;What are the major chronological events that have led to the introduction of GST?&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:&lt;/strong&gt; GST is being introduced in the country after a 13 year long journey since it was first discussed in the report of the Kelkar Task Force on indirect taxes. A brief chronology outlining the major milestones on the proposal for introduction of GST in India is as follows:&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;In 2003, the Kelkar Task Force on indirect tax had suggested a comprehensive Goods and Services Tax (GST) based on VAT principle.&lt;/li&gt;&#13;
	&lt;li&gt;A proposal to introduce a National level Goods and Services Tax (GST) by April 1, 2010 was first mooted in the Budget Speech for the financial year 2006-07.&lt;/li&gt;&#13;
	&lt;li&gt;Since the proposal involved reform/ restructuring of not only indirect taxes levied by the Centre but also the States, the responsibility of preparing a Design and Road Map for the implementation of GST was assigned to the Empowered Committee of State Finance Ministers (EC).&lt;/li&gt;&#13;
	&lt;li&gt;Based on inputs from Govt of India and States, the EC released its First Discussion Paper on Goods and Services Tax in India in November, 2009.&lt;/li&gt;&#13;
	&lt;li&gt;In order to take the GST related work further, a Joint Working Group consisting of officers from Central as well as State Government was constituted in September, 2009.&lt;/li&gt;&#13;
	&lt;li&gt;In order to amend the Constitution to enable introduction of GST, the Constitution (115th Amendment) Bill was introduced in the Lok Sabha in March 2011. As per the prescribed procedure, the Bill was referred to the Standing Committee on Finance of the Parliament for examination and report.&lt;/li&gt;&#13;
	&lt;li&gt;Meanwhile, in pursuance of the decision taken in a meeting between the Union Finance Minister and the Empowered Committee of State Finance Ministers on 8th November, 2012, a Committee on GST Design, consisting of the officials of the Government of India, State Governments and the Empowered Committee was constituted.&lt;/li&gt;&#13;
	&lt;li&gt;This Committee did a detailed discussion on GST design including the Constitution (115th) Amendment Bill and submitted its report in January, 2013. Based on this Report, the EC recommended certain changes in the Constitution Amendment Bill in their meeting at Bhubaneswar in January 2013.&lt;/li&gt;&#13;
	&lt;li&gt;The Empowered Committee in the Bhubaneswar meeting also decided to constitute three committees of officers to discuss and report on various aspects of GST as follows:-&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;ol&gt;&#13;
	&lt;li&gt;Committee on Place of Supply Rules and Revenue Neutral Rates;&lt;/li&gt;&#13;
	&lt;li&gt;Committee on dual control, threshold and exemptions;&lt;/li&gt;&#13;
	&lt;li&gt;Committee on IGST and GST on imports.&lt;/li&gt;&#13;
&lt;/ol&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;The Parliamentary Standing Committee submitted its Report in August, 2013 to the Lok Sabha. The recommendations of the Empowered Committee and the recommendations of the Parliamentary Standing Committee were examined in the Ministry in consultation with the Legislative Department. Most of the recommendations made by the Empowered Committee and the Parliamentary Standing Committee were accepted and the draft Amendment Bill was suitably revised.&lt;/li&gt;&#13;
	&lt;li&gt;The final draft Constitutional Amendment Bill incorporating the above stated changes were sent to the Empowered Committee for consideration in September 2013.&lt;/li&gt;&#13;
	&lt;li&gt;The EC once again made certain recommendations on the Bill after its meeting in Shillong in November 2013. Certain recommendations of the Empowered Committee were incorporated in the draft Constitution (115th Amendment) Bill. The revised draft was sent for consideration of the Empowered Committee in March, 2014.&lt;/li&gt;&#13;
	&lt;li&gt;The 115th Constitutional (Amendment) Bill, 2011, for the introduction of GST introduced in the Lok Sabha in March 2011 lapsed with the dissolution of the 15th Lok Sabha.&lt;/li&gt;&#13;
	&lt;li&gt;In June 2014, the draft Constitution Amendment Bill was sent to the Empowered Committee after approval of the new Government.&lt;/li&gt;&#13;
	&lt;li&gt;Based on a broad consensus reached with the Empowered Committee on the contours of the Bill, the Cabinet on 17.12.2014 approved the proposal for introduction of a Bill in the Parliament for amending the Constitution of India to facilitate the introduction of Goods and Services Tax (GST) in the country.The Bill was introduced in the Lok Sabha on 19.12.2014, and was passed by the Lok Sabha on 06.05.2015. It was then referred to the Select Committee of Rajya Sabha, which submitted its report on 22.07.2015.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 5. How would GST be administered in India?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:&lt;/strong&gt;  Keeping in mind the federal structure of India, there will be two components of GST   Central GST (CGST) and State GST (SGST). Both Centre and States will simultaneously levy GST across the value chain. Tax will be levied on every supply of goods and services. Centre would levy and collect Central Goods and Services Tax (CGST), and States would levy and collect the State Goods and Services Tax (SGST) on all transactions within a State. The input tax credit of CGST would be available for discharging the CGST liability on the output at each stage. Similarly, the credit of SGST paid on inputs would be allowed for paying the SGST on output. No cross utilization of credit would be permitted.&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 6. How would a particular transaction of goods and services be taxed simultaneously under Central GST (CGST) and State GST (SGST)?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer: &lt;/strong&gt;The Central GST and the State GST would be levied simultaneously on every transaction of supply of goods and services except on exempted goods and services, goods which are outside the purview of GST and the transactions which are below the prescribed threshold limits. Further, both would be levied on the same price or value unlike State VAT which is levied on the value of the goods inclusive of Central Excise.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;A diagrammatic representation of the working of the Dual GST model within a State is shown in Figure 1 below.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 7. Will cross utilization of credits between goods and services be allowed under GST regime?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer: &lt;/strong&gt;Cross utilization of credit of CGST between goods and services would be allowed. Similarly, the facility of cross utilization of credit will be available in case of SGST. However, the cross utilization of CGST and SGST would not be allowed except in the case of inter-State supply of goods and services under the IGST model which is explained in answer to the next question.&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 8. How will be Inter-State Transactions of Goods and Services be taxed under GST in terms of IGST method?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:&lt;/strong&gt; In case of inter-State transactions, the Centre would levy and collect the Integrated Goods and Services Tax (IGST) on all inter-State supplies of goods and services under Article 269A (1) of the Constitution. The IGST would roughly be equal to CGST plus SGST. The IGST mechanism has been designed to ensure seamless flow of input tax credit from one State to another. The inter-State seller would pay IGST on the sale of his goods to the Central Government after adjusting credit of IGST, CGST and SGST on his purchases (in that order). The exporting State will transfer to the Centre the credit of SGST used in payment of IGST. The importing dealer will claim credit of IGST while discharging his output tax liability (both CGST and SGST) in his own State. The Centre will transfer to the importing State the credit of IGST used in payment of SGST. Since GST is a destination-based tax, all SGST on the final product will ordinarily accrue to the consuming State.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;A diagrammatic representation of the working of the IGST model for inter-State transactions is shown in Figure 2 below&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 9. How will IT be used for the implementation of GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer: &lt;/strong&gt;For the implementation of GST in the country, the Central and State Governments have jointly registered Goods and Services Tax Network (GSTN) as a not-for-profit, non-Government Company to provide shared IT infrastructure and services to Central and State Governments, tax payers and other stakeholders. The key objectives of GSTN are to provide a standard and uniform interface to the taxpayers, and shared infrastructure and services to Central and State/UT governments.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;GSTN is working on developing a state-of-the-art comprehensive IT infrastructure including the common GST portal providing frontend services of registration, returns and payments to all taxpayers, as well as the backend IT modules for certain States that include processing of returns, registrations, audits, assessments, appeals, etc. All States, accounting authorities, RBI and banks, are also preparing their IT infrastructure for the administration of GST.&lt;/p&gt;&#13;
&#13;
&lt;p&gt;There would no manual filing of returns. All taxes can also be paid online. All mis-matched returns would be autogenerated, and there would be no need for manual interventions. Most returns would be self-assessed.&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 10. How will imports be taxed under GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer: &lt;/strong&gt;The Additional Duty of Excise or CVD and the Special Additional Duty or SAD presently being levied on imports will be subsumed under GST. As per explanation to clause (1) of article 269A of the Constitution, IGST will be levied on all imports into the territory of India. Unlike in the present regime, the States where imported goods are consumed will now gain their share from this IGST paid on imported goods.&lt;/p&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 11. What are the major features of the Constitution (122nd Amendment) Bill, 2014?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:   The salient features of the Bill are as follows:&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;Conferring simultaneous power upon Parliament and the State Legislatures to make laws governing goods and services tax;&lt;/li&gt;&#13;
	&lt;li&gt;Subsuming of various Central indirect taxes and levies such as Central Excise Duty, Additional Excise Duties, Service Tax, Additional Customs Duty commonly known as Countervailing Duty, and Special Additional Duty of Customs;&lt;/li&gt;&#13;
	&lt;li&gt;Subsuming of State Value Added Tax/Sales Tax, Entertainment Tax (other than the tax levied by the local bodies), Central Sales Tax (levied by the Centre and collected by the States), Octroi and Entry tax, Purchase Tax, Luxury tax, and Taxes on lottery, betting and gambling;&lt;/li&gt;&#13;
	&lt;li&gt;Dispensing with the concept of declared goods of special importance under the Constitution;&lt;/li&gt;&#13;
	&lt;li&gt;Levy of Integrated Goods and Services Tax on inter-State transactions of goods and services;&lt;/li&gt;&#13;
	&lt;li&gt;GST to be levied on all goods and services, except alcoholic liquor for human consumption. Petroleum and petroleum products shall be subject to the levy of GST on a later date notified on the recommendation of the Goods and Services Tax Council;&lt;/li&gt;&#13;
	&lt;li&gt;Compensation to the States for loss of revenue arising on account of implementation of the Goods and Services Tax for a period of five years;&lt;/li&gt;&#13;
	&lt;li&gt;Creation of Goods and Services Tax Council to examine issues relating to goods and services tax and make recommendations to the Union and the States on parameters like rates, taxes, cesses and surcharges to be subsumed, exemption list and threshold limits, Model GST laws, etc. The Council shall function under the Chairmanship of the Union Finance Minister and will have all the State Governments as Members.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 12. What are the major features of the proposed registration procedures under GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:  The major features of the proposed registration procedures under GST are as follows:&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;&lt;strong&gt;Existing dealers:&lt;/strong&gt; Existing VAT/Central excise/Service Tax payers will not have to apply afresh for registration under GST.&lt;/li&gt;&#13;
	&lt;li&gt;&lt;strong&gt;New dealers:&lt;/strong&gt; Single application to be filed online for registration under GST.&lt;/li&gt;&#13;
	&lt;li&gt;The registration number will be PAN based and will serve the purpose for Centre and State.&lt;/li&gt;&#13;
	&lt;li&gt;Unified application to both tax authorities.&lt;/li&gt;&#13;
	&lt;li&gt;Each dealer to be given unique ID GSTIN.&lt;/li&gt;&#13;
	&lt;li&gt;Deemed approval within three days.&lt;/li&gt;&#13;
	&lt;li&gt;Post registration verification in risk based cases only.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 13. What are the major features of the proposed returns filing procedures under GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer&lt;/strong&gt;:  The major features of the proposed returns filing procedures under GST are as follows:&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;Common return would serve the purpose of both Centre and State Government.&lt;/li&gt;&#13;
	&lt;li&gt;There are eight forms provided for in the GST business processes for filing for returns. Most of the average tax payers would be using only four forms for filing their returns. These are return for supplies, return for purchases, monthly returns and annual return.&lt;/li&gt;&#13;
	&lt;li&gt;Small taxpayers: Small taxpayers who have opted composition scheme shall have to file return on quarterly basis.&lt;/li&gt;&#13;
	&lt;li&gt;Filing of returns shall be completely online. All taxes can also be paid online.&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
&#13;
&lt;p&gt; &lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Question 14. What are the major features of the proposed payment procedures under GST?&lt;/strong&gt;&lt;/p&gt;&#13;
&#13;
&lt;p&gt;&lt;strong&gt;Answer:  &lt;/strong&gt;The major features of the proposed payments procedures under GST are as follows:&lt;/p&gt;&#13;
&#13;
&lt;ul&gt;&#13;
	&lt;li&gt;Electronic payment process- no generation of paper at any stage&lt;/li&gt;&#13;
	&lt;li&gt;Single point interface for challan generation- GSTN&lt;/li&gt;&#13;
	&lt;li&gt;Ease of payment   payment can be made through online banking, Credit Card/Debit Card, NEFT/RTGS and through cheque/cash at the bank&lt;/li&gt;&#13;
	&lt;li&gt;Common challan form with auto-population features&lt;/li&gt;&#13;
	&lt;li&gt;Use of single challan and single payment instrument&lt;/li&gt;&#13;
	&lt;li&gt;Common set of authorized banks vii. Common Accounting Codes&lt;/li&gt;&#13;
&lt;/ul&gt;&#13;
</fulldesc>
    <id>15020</id>
    <link>http://knnindia.co.in/news/newsdetails/knowledge-resource/all-you-want-to-know-about-gst</link>
    <pubDate>2016-08-03 10:59:04</pubDate>
    <source>knnindia.co.in</source>
    <title>All you want to know about GST</title>
</root>
