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class=\"gem-c-breadcrumbs__item \">\n <a data-track-category=\"breadcrumbClicked\" data-track-action=\"1\" data-track-label=\"/\" data-track-options='{\"dimension28\":\"3\",\"dimension29\":\"Home\"}' class=\"gem-c-breadcrumbs__link \" aria-current=\"false\" href=\"/\">Home</a>\n </li>\n\n <li class=\"gem-c-breadcrumbs__item \">\n <a data-track-category=\"breadcrumbClicked\" data-track-action=\"2\" data-track-label=\"/business-and-industry\" data-track-options='{\"dimension28\":\"3\",\"dimension29\":\"Business and industry\"}' class=\"gem-c-breadcrumbs__link \" aria-current=\"false\" href=\"/business-and-industry\">Business and industry</a>\n </li>\n\n <li class=\"gem-c-breadcrumbs__item gem-c-breadcrumbs--parent\">\n <a data-track-category=\"breadcrumbClicked\" data-track-action=\"3\" data-track-label=\"/business-and-industry/financial-services\" data-track-options='{\"dimension28\":\"3\",\"dimension29\":\"Financial services\"}' class=\"gem-c-breadcrumbs__link \" aria-current=\"false\" href=\"/business-and-industry/financial-services\">Financial services</a>\n </li>\n </ol>\n</div>\n\n</div>\n\n\n <main role=\"main\" id=\"content\" class=\"speech\" lang=\"en\">\n \n<div class=\"grid-row\">\n <div class=\"column-two-thirds\">\n <div class=\"gem-c-title\n \n gem-c-title--margin-bottom-5\">\n <p class=\"gem-c-title__context\">\n Speech\n </p>\n <h1 class=\"gem-c-title__text gem-c-title__text--long\">\n Spring Statement 2018: Philip Hammond's speech\n </h1>\n</div>\n\n </div>\n \n <div class=\"column-two-thirds\">\n \n <p class=\"gem-c-lead-paragraph \">\n The Spring Statement speech in full (check against delivery).\n </p>\n\n </div>\n</div>\n\n<div class=\"grid-row\">\n <div class=\"metadata-logo-wrapper\">\n <div class=\"column-two-thirds metadata-column\">\n <div class=\"app-c-publisher-metadata\">\n <div class=\"app-c-published-dates \">\n Published 13 March 2018\n</div>\n\n <div class=\"app-c-publisher-metadata__other\">\n <dl data-module=\"track-click\">\n <dt class=\"app-c-publisher-metadata__term\">\n From:\n </dt>\n <dd class=\"app-c-publisher-metadata__definition\" data-module=\"gem-toggle\">\n <span class=\"app-c-publisher-metadata__definition-sentence\">\n <a href=\"/government/organisations/hm-treasury\">HM Treasury</a> and <a href=\"/government/people/philip-hammond\">The Rt Hon Philip Hammond MP</a>\n </span>\n </dd>\n </dl>\n </div>\n </div>\n\n </div>\n <div class=\"column-one-third\">\n </div>\n </div>\n</div>\n\n\n\n\n<div class=\"grid-row\">\n <div class=\"column-two-thirds content-bottom-margin\">\n <div class=\"responsive-bottom-margin\">\n <div class=\"app-c-important-metadata app-c-important-metadata--bottom-margin\">\n <dl data-module=\"track-click\">\n <dt class=\"app-c-important-metadata__term\">Delivered on: </dt>\n <dd class=\"app-c-important-metadata__definition\">\n<time datetime=\"2018-03-13T12:30:00+00:00\">13 March 2018</time> (Original script, may differ from delivered version)</dd>\n </dl>\n </div>\n\n\n <figure class=\"app-c-figure\">\n <img class=\"app-c-figure__image\" src=\"https://assets.publishing.service.gov.uk/government/uploads/system/uploads/person/image/14/12-140-001.jpg\" alt=\"The Rt Hon Philip Hammond MP\">\n</figure>\n\n\n \n<div class=\"gem-c-govspeak govuk-govspeak direction-ltr\">\n <div class=\"govspeak\">\n<p>Mr Speaker.</p>\n\n<p>I am pleased to introduce to the House the first Spring Statement.</p>\n\n<p>The UK was the only major economy to make hundreds of tax and spending changes twice a year.</p>\n\n<p>And major international organisations and UK professional bodies alike have been pressing for change.</p>\n\n<p>In 2016 I took the decision to move to a single fiscal event in the Autumn.</p>\n\n<p>Giving greater certainty to families and businesses ahead of the new financial year.</p>\n\n<p>And allowing more time for stakeholder and parliamentary engagement on potential fiscal changes.</p>\n\n<p>Today’s statement will update the House on the economic and fiscal position.</p>\n\n<p>Report progress on announcements made at the two budgets last year.</p>\n\n<p>And launch further consultations ahead of Budget 2018, as set out today in my Written Ministerial Statement.</p>\n\n<p>I won’t be producing a Red Book today Mr Speaker.</p>\n\n<p>[political content removed]</p>\n\n<p>Mr Speaker.</p>\n\n<p>I am pleased today to report to the House on a UK economy that has grown in every year since 2010.</p>\n\n<p>And under Conservative Leadership now has a manufacturing sector enjoying its longest unbroken run of growth for fifty years.</p>\n\n<p>An economy which has added 3 million jobs.</p>\n\n<p>And seen:</p>\n\n<ul>\n <li>every single region of the UK with higher employment and lower unemployment than in 2010</li>\n <li>seen the wages of the lowest paid up by almost 7% above inflation since April 2015</li>\n <li>[political content removed]</li>\n</ul>\n\n<p>Solid progress towards building an economy that works for everyone.</p>\n\n<p>[political content removed]</p>\n\n<p>I, meanwhile, am at my most positively Tigger-like.</p>\n\n<p>As I contemplate a country which faces the future with unique strengths.</p>\n\n<p>Our language is the global language of business.</p>\n\n<p>Our legal system is the jurisdiction of choice for commerce.</p>\n\n<p>We host the world’s most global city, and its international finance and professional services capital.</p>\n\n<p>Our companies are in the vanguard of the technological revolution.</p>\n\n<p>While our world-class universities are delivering the breakthrough discoveries and inventions that are powering it.</p>\n\n<p>British culture and talent reaches huge audiences across the globe.</p>\n\n<p>And our tech sector is attracting skills and capital from the four corners of the earth.</p>\n\n<p>With a new tech business being founded somewhere in the UK every hour.</p>\n\n<p>Producing world-class products including apps like TransferWise, CityMapper,</p>\n\n<p>And Matt Hancock.</p>\n\n<p>Mr Speaker.</p>\n\n<p>Today the <abbr title=\"Office for Budget Responsibility\">OBR</abbr> delivers its second report for the fiscal year 2017-18.</p>\n\n<p>And I thank Robert Chote and his team for their work.</p>\n\n<p>It forecasts more jobs.</p>\n\n<p>Rising real wages.</p>\n\n<p>Declining inflation.</p>\n\n<p>A falling deficit.</p>\n\n<p>And a shrinking debt.</p>\n\n<p>The economy grew by 1.7% in 2017, compared to 1.5% forecast at the Budget.</p>\n\n<p>And the <abbr title=\"Office for Budget Responsibility\">OBR</abbr> have revised up their forecast for 2018 from 1.4% to 1.5%.</p>\n\n<p>Forecast growth is then unchanged at 1.3% in 2019 and 20, before picking up to 1.4% in 21 and 1.5% in 22.</p>\n\n<p>That’s the <abbr title=\"Office for Budget Responsibility\">OBR</abbr>’s forecast Mr Speaker.</p>\n\n<p>But forecasts are there to be beaten.</p>\n\n<p>As a nation, we did it in 2017.</p>\n\n<p>And we should make it our business to do so again!</p>\n\n<p>Our remarkable jobs story is set to continue.</p>\n\n<p>With the <abbr title=\"Office for Budget Responsibility\">OBR</abbr> forecasting more jobs in every year of this parliament.</p>\n\n<p>And over 500,000 more people enjoying the security of a regular pay-packet by 2022.</p>\n\n<p>I am pleased to report that the <abbr title=\"Office for Budget Responsibility\">OBR</abbr> expect inflation, which is currently above target at 3%.</p>\n\n<p>To fall back to target over the next 12 months.</p>\n\n<p>Meaning that real wage growth is expected to be positive from the first quarter of 18-19, and to increase steadily thereafter.</p>\n\n<p>Mr Speaker.</p>\n\n<p>I reported in the Autumn that borrowing was due to fall in every year of the forecast.</p>\n\n<p>And debt to fall as a share of <abbr title=\"Gross National Product\">GDP</abbr> from 2018-19.</p>\n\n<p>The <abbr title=\"Office for Budget Responsibility\">OBR</abbr> confirms this today.</p>\n\n<p>And further revises down debt and borrowing in every year.</p>\n\n<p>Borrowing is now forecast to be £45.2 billion this year.</p>\n\n<p>£4.7bn lower than forecast in November.</p>\n\n<p>And £108bn lower than in 2010.</p>\n\n<p>[political content removed]</p>\n\n<p>As a percentage of <abbr title=\"Gross National Product\">GDP</abbr>, borrowing is forecast to be 2.2% in 17-18.</p>\n\n<p>Falling to 1.8% in 18-19, 1.6% in 19-20, then 1.3%, 1.1% and finally 0.9% in ‘22-‘23.</p>\n\n<p>Meaning that in 18-19 we will run a small current surplus, borrowing only for capital investment.</p>\n\n<p>And we are forecast to meet our cyclically adjusted borrowing target in ‘20-21 with £15.4bn headroom to spare.</p>\n\n<p>Broadly as forecast at the Budget.</p>\n\n<p>Mr Speaker,</p>\n\n<p>The more favourable outlook for borrowing means the debt forecast is nearly 1% lower than in November.</p>\n\n<p>Peaking at 85.6% of <abbr title=\"Gross National Product\">GDP</abbr> in 17-18.</p>\n\n<p>And then falling to 85.5% in 18-19, then 85.1%, 82.1%, 78.3%, and finally 77.9% in 2022-23.</p>\n\n<p>The first sustained fall in debt in 17 years.</p>\n\n<p>A turning point in the nation’s recovery from the financial crisis of a decade ago.</p>\n\n<p>Light at the end of the tunnel.</p>\n\n<p>Another step on the road to rebuilding the public finances [political content removed]</p>\n\n<p>[political content removed]</p>\n\n<p>Mr Speaker.</p>\n\n<p>In Autumn 2016, I changed the fiscal rules to give us more flexibility to adopt a balanced approach to repairing the public finances.</p>\n\n<p>Reducing debt.</p>\n\n<p>Not for some ideological reason.</p>\n\n<p>But to secure our economy against future shocks.</p>\n\n<p>Because we [political content removed] are not so naïve as to think we have abolished the economic cycle.</p>\n\n<p>Because we want to see taxpayers’ money funding our schools and hospitals, not wasted on debt interest.</p>\n\n<p>And because we want to give the next generation a fair chance.</p>\n\n<p>But I do not agree with those who argue that every available penny must be used to reduce the deficit.</p>\n\n<p>And nor do I agree with the fiscal fantasists [political content removed] who argue that every available penny should be spent immediately.</p>\n\n<p>We will continue to deliver a balanced approach.</p>\n\n<p>Balancing debt reduction against the need for investment in Britain’s future.</p>\n\n<p>Support to hard-working families through lower taxes.</p>\n\n<p>And our commitment to our public services.</p>\n\n<p>Judge me by my record, Mr Speaker [political content removed].</p>\n\n<p>Since Autumn Statement 2016, I have committed to £60 billion of new spending.</p>\n\n<p>Shared between long-term investment in Britain’s future.</p>\n\n<p>And support for our public services.</p>\n\n<p>With almost £9 billion extra for our NHS and our social care system.</p>\n\n<p>£4bn going into the NHS in 18/19 alone.</p>\n\n<p>And as I promised at the Autumn Budget.</p>\n\n<p>More to come if, as I hope, management and Unions reach an agreement on a pay modernisation deal for our nation’s Nurses and Agenda for Change staff.</p>\n\n<p>Who have worked tirelessly since the Autumn in very challenging circumstances to provide the NHS care that we all value so highly.</p>\n\n<p>£2.2 billion more on education and skills.</p>\n\n<p>And £31 billion going to fund infrastructure, R&D and housing through the National Productivity Investment Fund.</p>\n\n<p>Taking public investment in our schools, hospitals, and infrastructure in this parliament to its highest sustained level in 40 years.</p>\n\n<p>And at the same time we have cut taxes for 31 million working people by raising the personal allowance again in line with our manifesto commitment.</p>\n\n<p>Taking more than 4 million people out of tax altogether since 2010.</p>\n\n<p>Freezing fuel duty for an eighth successive year, taking the saving for a typical car driver to £850 [political content removed].</p>\n\n<p>And raising the National Living Wage to £7.83 from next month, giving the lowest paid in our society a well-deserved pay rise of over £2,000 for a full-time worker since 2016.</p>\n\n<p>Mr Speaker.</p>\n\n<p>Since becoming Chancellor, I have provided an extra £11 billion of funding for 2018/19.</p>\n\n<p>To help with short-term public spending pressures.</p>\n\n<p>And to invest in Britain’s future.</p>\n\n<p>In the longer term, I can confirm that, at this year’s Budget I will set an overall path for public spending for 2020 and beyond.</p>\n\n<p>With a detailed Spending Review to take place in 2019.</p>\n\n<p>To allocate funding between Departments.</p>\n\n<p>That is how responsible people Budget.</p>\n\n<p>First you work out what you can afford.</p>\n\n<p>Then you decide what your priorities are.</p>\n\n<p>And then you allocate between them.</p>\n\n<p>And if, in the Autumn, the public finances continue to reflect the improvements that today’s report hints at.</p>\n\n<p>Then, in accordance with our balanced approach, and using the flexibility provided by the fiscal rules.</p>\n\n<p>I would have capacity to enable further increases in public spending and investment in the years ahead.</p>\n\n<p>While continuing to drive value for money to ensure that not a single penny of precious taxpayers’ money is wasted.</p>\n\n<p>A balanced approach.</p>\n\n<p>Getting our debt down.</p>\n\n<p>Supporting our public services.</p>\n\n<p>Investing in our nation’s future.</p>\n\n<p>Keeping taxes low.</p>\n\n<p>Building a Britain fit for the future.</p>\n\n<p>And an economy that works for everyone.</p>\n\n<p>Updates since the Budget.</p>\n\n<p>Mr Speaker.</p>\n\n<p>There is much still to do.</p>\n\n<p>Since Autumn 2016 we have set out our plan to back the enterprise and ambition of British business and the hard work of the British people.</p>\n\n<p>A plan to unleash our creators and our innovators.</p>\n\n<p>Our inventors and our discoverers.</p>\n\n<p>To embrace the new technologies of the future.</p>\n\n<p>And to deliver the skills we will need to benefit from them.</p>\n\n<p>To tackle our long-standing productivity challenges.</p>\n\n<p>And to say more loudly than ever that our economy will remain open and outward-looking.</p>\n\n<p>Confident to compete with the best in the world.</p>\n\n<p>We choose to champion those who create the jobs and the wealth on which our prosperity and our public services both depend.</p>\n\n<p>Not to demonise them.</p>\n\n<p>Mr Speaker,</p>\n\n<p>[political content removed]</p>\n\n<p>The market economy embraces talent and creates opportunity.</p>\n\n<p>Provides jobs for millions and the tax revenues that underpin our public services.</p>\n\n<p>So we will go on supporting British businesses.</p>\n\n<p>We are reducing business rates by over £10 billion.</p>\n\n<p>And we committed at Autumn Budget 2017 to move to triennial revaluations from 2022.</p>\n\n<p>Today I am pleased to announce that we will bring forward the next business rates revaluation to 2021 and make the triennial reviews from that date.</p>\n\n<p>We will launch a Call for Evidence to understand how best we can help the UK’s least productive businesses to learn from, and catch-up with, the most productive.</p>\n\n<p>And another on how we can eliminate the continuing scourge of late payments – a key ask from small business.</p>\n\n<p>Because Mr Speaker, we are the champions of small businesses and the entrepreneur.</p>\n\n<p>Since the Budget, we have made substantial progress in our negotiations with the European Union.</p>\n\n<p>To deliver a Brexit that supports British jobs, businesses and prosperity.</p>\n\n<p>And I look forward to another important step forward at the European Council next week.</p>\n\n<p>But we will continue to prepare for all eventualities.</p>\n\n<p>And today my RHF the Chief Secretary is publishing the Departmental allocations of over £1.5 billion of Brexit preparation funding for 2018-19 which I announced at the Autumn Budget.</p>\n\n<p>Our Modern Industrial Strategy sets out our plan to keep Britain at the forefront of new technologies.</p>\n\n<p>With the biggest increase in public R&D spending for four decades.</p>\n\n<p>Much of this new technology depends on high-speed broadband.</p>\n\n<p>And today I can make the first allocations of the £190 million local full fibre challenge fund announced at Autumn Budget and confirm £25 million for the first 5G testbeds.</p>\n\n<p>As our economy changes, we must ensure people have the skills they need to seize the opportunities ahead.</p>\n\n<p>So we’ve committed over £500 million a year to T-Levels, the most ambitious post-16 reforms in 70 years.</p>\n\n<p>And from next month £50 million will be available to help employers prepare for the rollout of T-Level work placements.</p>\n\n<p>Last week, the Education Secretary and I chaired the first meeting of the National Retraining Partnership between Government, the TUC and the CBI.</p>\n\n<p>And I can re-assure the House, Mr Speaker.</p>\n\n<p>[political content removed]</p>\n\n<p>But there was a clear and shared commitment to training, to prepare the British people for a better future ahead.</p>\n\n<p>And next month our £29 million construction skills fund will open for bids to fund up to 20 construction skills villages around the country.</p>\n\n<p>We’re committed as a government to delivering 3 million apprenticeship starts by 2020 with the support of business through the apprenticeship levy.</p>\n\n<p>But we recognise the challenges the new system presents to some small businesses looking to employ an apprentice.</p>\n\n<p>So I can announce today that my Right Honourable Friend the Education Secretary will release up to £80 million of funding to support those small businesses in engaging an apprentice.</p>\n\n<p>We publish a consultation on improving the way the tax system supports self-funded training by employees and the self-employed.</p>\n\n<p>And because we currently understand more about the economic pay-back from investing in our infrastructure than we do about investment in our people.</p>\n\n<p>I have asked the ONS to work with us on developing a more sophisticated measure of human capital.</p>\n\n<p>So that future investment can be better targeted.</p>\n\n<p>Mr Speaker, we’re undertaking the largest road building programme since the ‘70s.</p>\n\n<p>As Transport Secretary, I gave the green light to fund the new bridge across the River Mersey in 2011.</p>\n\n<p>And I was delighted to see it open late last year.</p>\n\n<p>The largest infrastructure project in Europe, Crossrail, is due to open in just 9 months’ time.</p>\n\n<p>We’re making progress on our plans to deliver the Cambridge-Milton Keynes-Oxford Corridor.</p>\n\n<p>We’re devolving powers and budgets to elected mayors across the Northern Powerhouse and Midlands Engine.</p>\n\n<p>We’re in negotiations for city deals with Stirling and Clackmannanshire, Tay Cities, Borderlands, North Wales, Mid Wales, and Belfast.</p>\n\n<p>And today we invite proposals from cities across England for the £840 million fund I announced at the Budget to deliver on their local transport priorities.</p>\n\n<p>As part of our plans to spread growth and opportunity to all parts of this United Kingdom.</p>\n\n<p>And at the heart of our plan for building an economy that works for everyone is our commitment to tackle the challenges in our housing market.</p>\n\n<p>With an investment programme of £44 billion to raise housing supply to 300,000 a year by the mid-2020s.</p>\n\n<p>And today I can update the House.</p>\n\n<p>We are working currently, with my Right Honourable Friend the Housing Minister, with 44 authorities who have bid into the £4.1 billion Housing Infrastructure Fund, to unlock homes in areas of high demand.</p>\n\n<p>We are concluding housing deals with ambitious authorities who have agreed to deliver above their Local Housing Need.</p>\n\n<p>And I can announce today that we have just agreed a deal with the West Midlands to have committed to deliver 215,000 homes by 2030-31, facilitated by a £100 million grant from the Land Remediation Fund.</p>\n\n<p>And my Right Honourable Friend the Housing Minister will make further announcements on the over the next few days on the Housing Infrastructure Fund.</p>\n\n<p>We will more than double the size of the Housing Growth Partnership with Lloyds Banking Group to £220 million, to help providing additional finance for small builders.</p>\n\n<p>And London will receive an additional £1.7 billion to deliver a further 26,000 affordable homes, including homes for social rent, taking total affordable housing delivery in London to over 116,000 by the end of 2021-22.</p>\n\n<p>Mr Speaker, my Right Honourable Friend for West Dorset has outlined his initial findings on the gap between planning permissions granted and housing completions.</p>\n\n<p>In a letter which I have placed in the Library of the House.</p>\n\n<p>And I look forward to his full report at the Budget.</p>\n\n<p>And I am delighted to inform the House that an estimated 60,000 First Time Buyers have already benefited from the Stamp Duty relief I announced at the Autumn Budget.</p>\n\n<p>[political content removed]</p>\n\n<p>In the Autumn, we published a paper on taxing large digital businesses in the global economy.</p>\n\n<p>And today we follow up with a publication that explores potential solutions.</p>\n\n<p>And I look forward to discussing this issue with G20 Finance Ministers in Buenos Aires at the weekend.</p>\n\n<p>We also publish a call for evidence on how online platforms can help their users to pay the right amount of tax.</p>\n\n<p>We will consult on a new VAT collection mechanism for online sales.</p>\n\n<p>To ensure that the VAT consumers pay actually reaches the Treasury.</p>\n\n<p>And we will call for evidence, too, on how to encourage cashless and digital payments, while ensuring cash remains available to those who need it.</p>\n\n<p>Mr Speaker.</p>\n\n<p>This government is determined that our generation should leave the natural environment in a better state than we found it.</p>\n\n<p>And improve the quality of the air we breathe.</p>\n\n<p>So we will publish a call for evidence on whether the use of non-agricultural red diesel tax relief contributes to poor air quality in urban areas.</p>\n\n<p>And following our successful intervention to incentivise green taxis, we’ll help the Great British White Van driver go green with a consultation on reduced VED rates for the cleanest vans.</p>\n\n<p>And follow up on the vital issue of plastic littering and the threat to our oceans.</p>\n\n<p>With a call for evidence to support us in delivering on our vow to tackle this complex issue.</p>\n\n<p>It will look at the whole supply chain for single use plastics.</p>\n\n<p>At alternative materials.</p>\n\n<p>Reusable options.</p>\n\n<p>And recycling opportunities.</p>\n\n<p>And it will look at how the tax system can help drive the technological progress and behavioural change we need.</p>\n\n<p>Not as a way of raising revenue.</p>\n\n<p>But as a way of changing behaviour.</p>\n\n<p>And encouraging innovation.</p>\n\n<p>We’ll commit to investing to develop new, greener, products and processes.</p>\n\n<p>Funded from the revenues that are raised.</p>\n\n<p>And as a downpayment Mr Speaker, we’ll award £20m now from existing departmental budgets to businesses and universities, to stimulate new thinking and rapid solutions in this area during the call for evidence.</p>\n\n<p>Mr Speaker,</p>\n\n<p>We are delivering on our plan.</p>\n\n<p>With a balanced approach.</p>\n\n<p>Restoring the public finances.</p>\n\n<p>Investing in our economy and our public services.</p>\n\n<p>Raising productivity through our modern industrial strategy.</p>\n\n<p>Building the homes our people need.</p>\n\n<p>Tackling the environmental challenges that threaten our future.</p>\n\n<p>Embracing technological change, seizing the opportunities ahead.</p>\n\n<p>As we build our vision of a country that works for everyone.</p>\n\n<p>An economy where prosperity and opportunity are in reach of all.</p>\n\n<p>Wherever they live.</p>\n\n<p>Whatever their gender, colour, creed or background.</p>\n\n<p>Where talent and hard work alone determine success.</p>\n\n<p>A beacon of enterprise and innovation.</p>\n\n<p>An outward looking, free-trading nation.</p>\n\n<p>One that is confident that our best days lie ahead of us.</p>\n\n<p>A force for good in the world.</p>\n\n<p>A country we can all be proud to pass on to our children.</p>\n\n<p>And, I commend this statement to the House.</p>\n\n</div>\n</div>\n\n </div>\n\n <div class=\"app-c-published-dates \">\n Published 13 March 2018\n</div>\n\n </div>\n\n \n<div class=\"column-one-third\">\n \n<div class=\"gem-c-contextual-sidebar\">\n\n <!-- Rendering taxonomy sidebar because the page is tagged to live taxons -->\n <aside class=\"gem-c-taxonomy-navigation\" data-module=\"track-click\" role=\"complementary\">\n <h2 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delivery).\",\"publisher\":{\"@type\":\"Organization\",\"name\":\"GOV.UK\",\"url\":\"https://www.gov.uk\",\"logo\":{\"@type\":\"ImageObject\",\"url\":\"https://assets.publishing.service.gov.uk/government-frontend/govuk_publishing_components/govuk-logo-e5962881254c9adb48f94d2f627d3bb67f258a6cbccc969e80abb7bbe4622976.png\"}},\"image\":[\"https://assets.publishing.service.gov.uk/government/uploads/system/uploads/person/image/14/12-140-001.jpg\"],\"author\":{\"@type\":\"Organization\",\"name\":\"HM Treasury\",\"url\":\"https://www.gov.uk/government/organisations/hm-treasury\"},\"articleBody\":\"\\u003cdiv class=\\\"govspeak\\\"\\u003e\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI am pleased to introduce to the House the first Spring Statement.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe UK was the only major economy to make hundreds of tax and spending changes twice a year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd major international organisations and UK professional bodies alike have been pressing for change.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIn 2016 I took the decision to move to a single fiscal event in the Autumn.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eGiving greater certainty to families and businesses ahead of the new financial year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd allowing more time for stakeholder and parliamentary engagement on potential fiscal changes.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eToday’s statement will update the House on the economic and fiscal position.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eReport progress on announcements made at the two budgets last year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd launch further consultations ahead of Budget 2018, as set out today in my Written Ministerial Statement.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI won’t be producing a Red Book today Mr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI am pleased today to report to the House on a UK economy that has grown in every year since 2010.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd under Conservative Leadership now has a manufacturing sector enjoying its longest unbroken run of growth for fifty years.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAn economy which has added 3 million jobs.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd seen:\\u003c/p\\u003e\\n\\n\\u003cul\\u003e\\n \\u003cli\\u003eevery single region of the UK with higher employment and lower unemployment than in 2010\\u003c/li\\u003e\\n \\u003cli\\u003eseen the wages of the lowest paid up by almost 7% above inflation since April 2015\\u003c/li\\u003e\\n \\u003cli\\u003e[political content removed]\\u003c/li\\u003e\\n\\u003c/ul\\u003e\\n\\n\\u003cp\\u003eSolid progress towards building an economy that works for everyone.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI, meanwhile, am at my most positively Tigger-like.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs I contemplate a country which faces the future with unique strengths.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur language is the global language of business.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur legal system is the jurisdiction of choice for commerce.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe host the world’s most global city, and its international finance and professional services capital.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur companies are in the vanguard of the technological revolution.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWhile our world-class universities are delivering the breakthrough discoveries and inventions that are powering it.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBritish culture and talent reaches huge audiences across the globe.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd our tech sector is attracting skills and capital from the four corners of the earth.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith a new tech business being founded somewhere in the UK every hour.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eProducing world-class products including apps like TransferWise, CityMapper,\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd Matt Hancock.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eToday the \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e delivers its second report for the fiscal year 2017-18.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I thank Robert Chote and his team for their work.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIt forecasts more jobs.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eRising real wages.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eDeclining inflation.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA falling deficit.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd a shrinking debt.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe economy grew by 1.7% in 2017, compared to 1.5% forecast at the Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd the \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e have revised up their forecast for 2018 from 1.4% to 1.5%.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eForecast growth is then unchanged at 1.3% in 2019 and 20, before picking up to 1.4% in 21 and 1.5% in 22.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThat’s the \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e’s forecast Mr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut forecasts are there to be beaten.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs a nation, we did it in 2017.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd we should make it our business to do so again!\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur remarkable jobs story is set to continue.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith the \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e forecasting more jobs in every year of this parliament.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd over 500,000 more people enjoying the security of a regular pay-packet by 2022.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI am pleased to report that the \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e expect inflation, which is currently above target at 3%.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo fall back to target over the next 12 months.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMeaning that real wage growth is expected to be positive from the first quarter of 18-19, and to increase steadily thereafter.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI reported in the Autumn that borrowing was due to fall in every year of the forecast.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd debt to fall as a share of \\u003cabbr title=\\\"Gross National Product\\\"\\u003eGDP\\u003c/abbr\\u003e from 2018-19.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe \\u003cabbr title=\\\"Office for Budget Responsibility\\\"\\u003eOBR\\u003c/abbr\\u003e confirms this today.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd further revises down debt and borrowing in every year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBorrowing is now forecast to be £45.2 billion this year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e£4.7bn lower than forecast in November.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd £108bn lower than in 2010.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs a percentage of \\u003cabbr title=\\\"Gross National Product\\\"\\u003eGDP\\u003c/abbr\\u003e, borrowing is forecast to be 2.2% in 17-18.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eFalling to 1.8% in 18-19, 1.6% in 19-20, then 1.3%, 1.1% and finally 0.9% in ‘22-‘23.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMeaning that in 18-19 we will run a small current surplus, borrowing only for capital investment.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd we are forecast to meet our cyclically adjusted borrowing target in ‘20-21 with £15.4bn headroom to spare.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBroadly as forecast at the Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker,\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe more favourable outlook for borrowing means the debt forecast is nearly 1% lower than in November.\\u003c/p\\u003e\\n\\n\\u003cp\\u003ePeaking at 85.6% of \\u003cabbr title=\\\"Gross National Product\\\"\\u003eGDP\\u003c/abbr\\u003e in 17-18.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd then falling to 85.5% in 18-19, then 85.1%, 82.1%, 78.3%, and finally 77.9% in 2022-23.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe first sustained fall in debt in 17 years.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA turning point in the nation’s recovery from the financial crisis of a decade ago.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eLight at the end of the tunnel.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnother step on the road to rebuilding the public finances [political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIn Autumn 2016, I changed the fiscal rules to give us more flexibility to adopt a balanced approach to repairing the public finances.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eReducing debt.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eNot for some ideological reason.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut to secure our economy against future shocks.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBecause we [political content removed] are not so naïve as to think we have abolished the economic cycle.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBecause we want to see taxpayers’ money funding our schools and hospitals, not wasted on debt interest.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd because we want to give the next generation a fair chance.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut I do not agree with those who argue that every available penny must be used to reduce the deficit.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd nor do I agree with the fiscal fantasists [political content removed] who argue that every available penny should be spent immediately.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe will continue to deliver a balanced approach.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBalancing debt reduction against the need for investment in Britain’s future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSupport to hard-working families through lower taxes.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd our commitment to our public services.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eJudge me by my record, Mr Speaker [political content removed].\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSince Autumn Statement 2016, I have committed to £60 billion of new spending.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eShared between long-term investment in Britain’s future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd support for our public services.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith almost £9 billion extra for our NHS and our social care system.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e£4bn going into the NHS in 18/19 alone.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd as I promised at the Autumn Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMore to come if, as I hope, management and Unions reach an agreement on a pay modernisation deal for our nation’s Nurses and Agenda for Change staff.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWho have worked tirelessly since the Autumn in very challenging circumstances to provide the NHS care that we all value so highly.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e£2.2 billion more on education and skills.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd £31 billion going to fund infrastructure, R\\u0026amp;D and housing through the National Productivity Investment Fund.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTaking public investment in our schools, hospitals, and infrastructure in this parliament to its highest sustained level in 40 years.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd at the same time we have cut taxes for 31 million working people by raising the personal allowance again in line with our manifesto commitment.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTaking more than 4 million people out of tax altogether since 2010.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eFreezing fuel duty for an eighth successive year, taking the saving for a typical car driver to £850 [political content removed].\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd raising the National Living Wage to £7.83 from next month, giving the lowest paid in our society a well-deserved pay rise of over £2,000 for a full-time worker since 2016.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSince becoming Chancellor, I have provided an extra £11 billion of funding for 2018/19.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo help with short-term public spending pressures.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd to invest in Britain’s future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIn the longer term, I can confirm that, at this year’s Budget I will set an overall path for public spending for 2020 and beyond.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith a detailed Spending Review to take place in 2019.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo allocate funding between Departments.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThat is how responsible people Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eFirst you work out what you can afford.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThen you decide what your priorities are.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd then you allocate between them.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd if, in the Autumn, the public finances continue to reflect the improvements that today’s report hints at.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThen, in accordance with our balanced approach, and using the flexibility provided by the fiscal rules.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI would have capacity to enable further increases in public spending and investment in the years ahead.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWhile continuing to drive value for money to ensure that not a single penny of precious taxpayers’ money is wasted.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA balanced approach.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eGetting our debt down.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSupporting our public services.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eInvesting in our nation’s future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eKeeping taxes low.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBuilding a Britain fit for the future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd an economy that works for everyone.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eUpdates since the Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThere is much still to do.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSince Autumn 2016 we have set out our plan to back the enterprise and ambition of British business and the hard work of the British people.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA plan to unleash our creators and our innovators.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur inventors and our discoverers.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo embrace the new technologies of the future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd to deliver the skills we will need to benefit from them.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo tackle our long-standing productivity challenges.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd to say more loudly than ever that our economy will remain open and outward-looking.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eConfident to compete with the best in the world.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe choose to champion those who create the jobs and the wealth on which our prosperity and our public services both depend.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eNot to demonise them.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker,\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe market economy embraces talent and creates opportunity.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eProvides jobs for millions and the tax revenues that underpin our public services.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSo we will go on supporting British businesses.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe are reducing business rates by over £10 billion.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd we committed at Autumn Budget 2017 to move to triennial revaluations from 2022.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eToday I am pleased to announce that we will bring forward the next business rates revaluation to 2021 and make the triennial reviews from that date.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe will launch a Call for Evidence to understand how best we can help the UK’s least productive businesses to learn from, and catch-up with, the most productive.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd another on how we can eliminate the continuing scourge of late payments – a key ask from small business.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBecause Mr Speaker, we are the champions of small businesses and the entrepreneur.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSince the Budget, we have made substantial progress in our negotiations with the European Union.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo deliver a Brexit that supports British jobs, businesses and prosperity.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I look forward to another important step forward at the European Council next week.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut we will continue to prepare for all eventualities.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd today my RHF the Chief Secretary is publishing the Departmental allocations of over £1.5 billion of Brexit preparation funding for 2018-19 which I announced at the Autumn Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOur Modern Industrial Strategy sets out our plan to keep Britain at the forefront of new technologies.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith the biggest increase in public R\\u0026amp;D spending for four decades.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMuch of this new technology depends on high-speed broadband.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd today I can make the first allocations of the £190 million local full fibre challenge fund announced at Autumn Budget and confirm £25 million for the first 5G testbeds.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs our economy changes, we must ensure people have the skills they need to seize the opportunities ahead.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSo we’ve committed over £500 million a year to T-Levels, the most ambitious post-16 reforms in 70 years.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd from next month £50 million will be available to help employers prepare for the rollout of T-Level work placements.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eLast week, the Education Secretary and I chaired the first meeting of the National Retraining Partnership between Government, the TUC and the CBI.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I can re-assure the House, Mr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut there was a clear and shared commitment to training, to prepare the British people for a better future ahead.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd next month our £29 million construction skills fund will open for bids to fund up to 20 construction skills villages around the country.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe’re committed as a government to delivering 3 million apprenticeship starts by 2020 with the support of business through the apprenticeship levy.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut we recognise the challenges the new system presents to some small businesses looking to employ an apprentice.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSo I can announce today that my Right Honourable Friend the Education Secretary will release up to £80 million of funding to support those small businesses in engaging an apprentice.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe publish a consultation on improving the way the tax system supports self-funded training by employees and the self-employed.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd because we currently understand more about the economic pay-back from investing in our infrastructure than we do about investment in our people.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eI have asked the ONS to work with us on developing a more sophisticated measure of human capital.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSo that future investment can be better targeted.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker, we’re undertaking the largest road building programme since the ‘70s.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs Transport Secretary, I gave the green light to fund the new bridge across the River Mersey in 2011.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I was delighted to see it open late last year.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThe largest infrastructure project in Europe, Crossrail, is due to open in just 9 months’ time.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe’re making progress on our plans to deliver the Cambridge-Milton Keynes-Oxford Corridor.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe’re devolving powers and budgets to elected mayors across the Northern Powerhouse and Midlands Engine.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe’re in negotiations for city deals with Stirling and Clackmannanshire, Tay Cities, Borderlands, North Wales, Mid Wales, and Belfast.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd today we invite proposals from cities across England for the £840 million fund I announced at the Budget to deliver on their local transport priorities.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs part of our plans to spread growth and opportunity to all parts of this United Kingdom.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd at the heart of our plan for building an economy that works for everyone is our commitment to tackle the challenges in our housing market.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith an investment programme of £44 billion to raise housing supply to 300,000 a year by the mid-2020s.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd today I can update the House.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe are working currently, with my Right Honourable Friend the Housing Minister, with 44 authorities who have bid into the £4.1 billion Housing Infrastructure Fund, to unlock homes in areas of high demand.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe are concluding housing deals with ambitious authorities who have agreed to deliver above their Local Housing Need.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I can announce today that we have just agreed a deal with the West Midlands to have committed to deliver 215,000 homes by 2030-31, facilitated by a £100 million grant from the Land Remediation Fund.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd my Right Honourable Friend the Housing Minister will make further announcements on the over the next few days on the Housing Infrastructure Fund.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe will more than double the size of the Housing Growth Partnership with Lloyds Banking Group to £220 million, to help providing additional finance for small builders.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd London will receive an additional £1.7 billion to deliver a further 26,000 affordable homes, including homes for social rent, taking total affordable housing delivery in London to over 116,000 by the end of 2021-22.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker, my Right Honourable Friend for West Dorset has outlined his initial findings on the gap between planning permissions granted and housing completions.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIn a letter which I have placed in the Library of the House.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I look forward to his full report at the Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I am delighted to inform the House that an estimated 60,000 First Time Buyers have already benefited from the Stamp Duty relief I announced at the Autumn Budget.\\u003c/p\\u003e\\n\\n\\u003cp\\u003e[political content removed]\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIn the Autumn, we published a paper on taxing large digital businesses in the global economy.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd today we follow up with a publication that explores potential solutions.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd I look forward to discussing this issue with G20 Finance Ministers in Buenos Aires at the weekend.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe also publish a call for evidence on how online platforms can help their users to pay the right amount of tax.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe will consult on a new VAT collection mechanism for online sales.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTo ensure that the VAT consumers pay actually reaches the Treasury.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd we will call for evidence, too, on how to encourage cashless and digital payments, while ensuring cash remains available to those who need it.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eThis government is determined that our generation should leave the natural environment in a better state than we found it.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd improve the quality of the air we breathe.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eSo we will publish a call for evidence on whether the use of non-agricultural red diesel tax relief contributes to poor air quality in urban areas.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd following our successful intervention to incentivise green taxis, we’ll help the Great British White Van driver go green with a consultation on reduced VED rates for the cleanest vans.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd follow up on the vital issue of plastic littering and the threat to our oceans.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith a call for evidence to support us in delivering on our vow to tackle this complex issue.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eIt will look at the whole supply chain for single use plastics.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAt alternative materials.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eReusable options.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd recycling opportunities.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd it will look at how the tax system can help drive the technological progress and behavioural change we need.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eNot as a way of raising revenue.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBut as a way of changing behaviour.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd encouraging innovation.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe’ll commit to investing to develop new, greener, products and processes.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eFunded from the revenues that are raised.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd as a downpayment Mr Speaker, we’ll award £20m now from existing departmental budgets to businesses and universities, to stimulate new thinking and rapid solutions in this area during the call for evidence.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eMr Speaker,\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWe are delivering on our plan.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWith a balanced approach.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eRestoring the public finances.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eInvesting in our economy and our public services.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eRaising productivity through our modern industrial strategy.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eBuilding the homes our people need.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eTackling the environmental challenges that threaten our future.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eEmbracing technological change, seizing the opportunities ahead.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAs we build our vision of a country that works for everyone.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAn economy where prosperity and opportunity are in reach of all.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWherever they live.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWhatever their gender, colour, creed or background.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eWhere talent and hard work alone determine success.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA beacon of enterprise and innovation.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAn outward looking, free-trading nation.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eOne that is confident that our best days lie ahead of us.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA force for good in the world.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eA country we can all be proud to pass on to our children.\\u003c/p\\u003e\\n\\n\\u003cp\\u003eAnd, I commend this statement to the 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mt,yt,vt=/^(top|right|bottom|left)$/;C.getComputedStyle?(mt=function(e){var t=e.ownerDocument.defaultView;return t&&t.opener||(t=C),t.getComputedStyle(e)},yt=function(e,t,n){var r,i,o,a,s=e.style;return\"\"!==(a=(n=n||mt(e))?n.getPropertyValue(t)||n[t]:undefined)&&a!==undefined||pe.contains(e.ownerDocument,e)||(a=pe.style(e,t)),n&&!fe.pixelMarginRight()&&pt.test(a)&&dt.test(t)&&(r=s.width,i=s.minWidth,o=s.maxWidth,s.minWidth=s.maxWidth=s.width=a,a=n.width,s.width=r,s.minWidth=i,s.maxWidth=o),a===undefined?a:a+\"\"}):gt.currentStyle&&(mt=function(e){return e.currentStyle},yt=function(e,t,n){var r,i,o,a,s=e.style;return null==(a=(n=n||mt(e))?n[t]:undefined)&&s&&s[t]&&(a=s[t]),pt.test(a)&&!vt.test(t)&&(r=s.left,(o=(i=e.runtimeStyle)&&i.left)&&(i.left=e.currentStyle.left),s.left=\"fontSize\"===t?\"1em\":a,a=s.pixelLeft+\"px\",s.left=r,o&&(i.left=o)),a===undefined?a:a+\"\"||\"auto\"});var xt=/alpha\\([^)]*\\)/i,bt=/opacity\\s*=\\s*([^)]*)/i,wt=/^(none|table(?!-c[ea]).+)/,Tt=new RegExp(\"^(\"+Re+\")(.*)$\",\"i\"),Ct={position:\"absolute\",visibility:\"hidden\",display:\"block\"},Et={letterSpacing:\"0\",fontWeight:\"400\"},Nt=[\"Webkit\",\"O\",\"Moz\",\"ms\"],kt=re.createElement(\"div\").style;pe.extend({cssHooks:{opacity:{get:function(e,t){if(t){var n=yt(e,\"opacity\");return\"\"===n?\"1\":n}}}},cssNumber:{animationIterationCount:!0,columnCount:!0,fillOpacity:!0,flexGrow:!0,flexShrink:!0,fontWeight:!0,lineHeight:!0,opacity:!0,order:!0,orphans:!0,widows:!0,zIndex:!0,zoom:!0},cssProps:{\"float\":fe.cssFloat?\"cssFloat\":\"styleFloat\"},style:function(e,t,n,r){if(e&&3!==e.nodeType&&8!==e.nodeType&&e.style){var i,o,a,s=pe.camelCase(t),u=e.style;if(t=pe.cssProps[s]||(pe.cssProps[s]=H(s)||s),a=pe.cssHooks[t]||pe.cssHooks[s],n===undefined)return a&&\"get\"in a&&(i=a.get(e,!1,r))!==undefined?i:u[t];if(\"string\"===(o=typeof 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this.options.duration?this.pos=t=pe.easing[this.easing](e,this.options.duration*e,0,1,this.options.duration):this.pos=t=e,this.now=(this.end-this.start)*t+this.start,this.options.step&&this.options.step.call(this.elem,this.now,this),n&&n.set?n.set(this):O.propHooks._default.set(this),this}},O.prototype.init.prototype=O.prototype,O.propHooks={_default:{get:function(e){var t;return 1!==e.elem.nodeType||null!=e.elem[e.prop]&&null==e.elem.style[e.prop]?e.elem[e.prop]:(t=pe.css(e.elem,e.prop,\"\"))&&\"auto\"!==t?t:0},set:function(e){pe.fx.step[e.prop]?pe.fx.step[e.prop](e):1!==e.elem.nodeType||null==e.elem.style[pe.cssProps[e.prop]]&&!pe.cssHooks[e.prop]?e.elem[e.prop]=e.now:pe.style(e.elem,e.prop,e.now+e.unit)}}},O.propHooks.scrollTop=O.propHooks.scrollLeft={set:function(e){e.elem.nodeType&&e.elem.parentNode&&(e.elem[e.prop]=e.now)}},pe.easing={linear:function(e){return e},swing:function(e){return.5-Math.cos(e*Math.PI)/2},_default:\"swing\"},pe.fx=O.prototype.init,pe.fx.step={};var St,At,Dt,jt,Lt,Ht,qt,_t=/^(?:toggle|show|hide)$/,Ft=/queueHooks$/;pe.Animation=pe.extend($,{tweeners:{\"*\":[function(e,t){var n=this.createTween(e,t);return f(n.elem,e,Pe.exec(t),n),n}]},tweener:function(e,t){for(var n,r=0,i=(e=pe.isFunction(e)?(t=e,[\"*\"]):e.match(je)).length;r<i;r++)n=e[r],$.tweeners[n]=$.tweeners[n]||[],$.tweeners[n].unshift(t)},prefilters:[W],prefilter:function(e,t){t?$.prefilters.unshift(e):$.prefilters.push(e)}}),pe.speed=function(e,t,n){var r=e&&\"object\"==typeof e?pe.extend({},e):{complete:n||!n&&t||pe.isFunction(e)&&e,duration:e,easing:n&&t||t&&!pe.isFunction(t)&&t};return r.duration=pe.fx.off?0:\"number\"==typeof r.duration?r.duration:r.duration in pe.fx.speeds?pe.fx.speeds[r.duration]:pe.fx.speeds._default,null!=r.queue&&!0!==r.queue||(r.queue=\"fx\"),r.old=r.complete,r.complete=function(){pe.isFunction(r.old)&&r.old.call(this),r.queue&&pe.dequeue(this,r.queue)},r},pe.fn.extend({fadeTo:function(e,t,n,r){return this.filter(We).css(\"opacity\",0).show().end().animate({opacity:t},e,n,r)},animate:function(t,e,n,r){var i=pe.isEmptyObject(t),o=pe.speed(e,n,r),a=function(){var e=$(this,pe.extend({},t),o);(i||pe._data(this,\"finish\"))&&e.stop(!0)};return a.finish=a,i||!1===o.queue?this.each(a):this.queue(o.queue,a)},stop:function(i,e,o){var a=function(e){var t=e.stop;delete e.stop,t(o)};return\"string\"!=typeof i&&(o=e,e=i,i=undefined),e&&!1!==i&&this.queue(i||\"fx\",[]),this.each(function(){var e=!0,t=null!=i&&i+\"queueHooks\",n=pe.timers,r=pe._data(this);if(t)r[t]&&r[t].stop&&a(r[t]);else for(t in r)r[t]&&r[t].stop&&Ft.test(t)&&a(r[t]);for(t=n.length;t--;)n[t].elem!==this||null!=i&&n[t].queue!==i||(n[t].anim.stop(o),e=!1,n.splice(t,1));!e&&o||pe.dequeue(this,i)})},finish:function(a){return!1!==a&&(a=a||\"fx\"),this.each(function(){var e,t=pe._data(this),n=t[a+\"queue\"],r=t[a+\"queueHooks\"],i=pe.timers,o=n?n.length:0;for(t.finish=!0,pe.queue(this,a,[]),r&&r.stop&&r.stop.call(this,!0),e=i.length;e--;)i[e].elem===this&&i[e].queue===a&&(i[e].anim.stop(!0),i.splice(e,1));for(e=0;e<o;e++)n[e]&&n[e].finish&&n[e].finish.call(this);delete t.finish})}}),pe.each([\"toggle\",\"show\",\"hide\"],function(e,r){var i=pe.fn[r];pe.fn[r]=function(e,t,n){return null==e||\"boolean\"==typeof e?i.apply(this,arguments):this.animate(P(r,!0),e,t,n)}}),pe.each({slideDown:P(\"show\"),slideUp:P(\"hide\"),slideToggle:P(\"toggle\"),fadeIn:{opacity:\"show\"},fadeOut:{opacity:\"hide\"},fadeToggle:{opacity:\"toggle\"}},function(e,r){pe.fn[e]=function(e,t,n){return this.animate(r,e,t,n)}}),pe.timers=[],pe.fx.tick=function(){var e,t=pe.timers,n=0;for(St=pe.now();n<t.length;n++)(e=t[n])()||t[n]!==e||t.splice(n--,1);t.length||pe.fx.stop(),St=undefined},pe.fx.timer=function(e){pe.timers.push(e),e()?pe.fx.start():pe.timers.pop()},pe.fx.interval=13,pe.fx.start=function(){At||(At=C.setInterval(pe.fx.tick,pe.fx.interval))},pe.fx.stop=function(){C.clearInterval(At),At=null},pe.fx.speeds={slow:600,fast:200,_default:400},pe.fn.delay=function(r,e){return r=pe.fx&&pe.fx.speeds[r]||r,e=e||\"fx\",this.queue(e,function(e,t){var n=C.setTimeout(e,r);t.stop=function(){C.clearTimeout(n)}})},jt=re.createElement(\"input\"),Lt=re.createElement(\"div\"),Ht=re.createElement(\"select\"),qt=Ht.appendChild(re.createElement(\"option\")),(Lt=re.createElement(\"div\")).setAttribute(\"className\",\"t\"),Lt.innerHTML=\" <link/><table></table><a href='/a'>a</a><input type='checkbox'/>\",Dt=Lt.getElementsByTagName(\"a\")[0],jt.setAttribute(\"type\",\"checkbox\"),Lt.appendChild(jt),(Dt=Lt.getElementsByTagName(\"a\")[0]).style.cssText=\"top:1px\",fe.getSetAttribute=\"t\"!==Lt.className,fe.style=/top/.test(Dt.getAttribute(\"style\")),fe.hrefNormalized=\"/a\"===Dt.getAttribute(\"href\"),fe.checkOn=!!jt.value,fe.optSelected=qt.selected,fe.enctype=!!re.createElement(\"form\").enctype,Ht.disabled=!0,fe.optDisabled=!qt.disabled,(jt=re.createElement(\"input\")).setAttribute(\"value\",\"\"),fe.input=\"\"===jt.getAttribute(\"value\"),jt.value=\"t\",jt.setAttribute(\"type\",\"radio\"),fe.radioValue=\"t\"===jt.value;var Mt=/\\r/g,Ot=/[\\x20\\t\\r\\n\\f]+/g;pe.fn.extend({val:function(n){var r,e,i,t=this[0];return arguments.length?(i=pe.isFunction(n),this.each(function(e){var t;1===this.nodeType&&(null==(t=i?n.call(this,e,pe(this).val()):n)?t=\"\":\"number\"==typeof t?t+=\"\":pe.isArray(t)&&(t=pe.map(t,function(e){return null==e?\"\":e+\"\"})),(r=pe.valHooks[this.type]||pe.valHooks[this.nodeName.toLowerCase()])&&\"set\"in r&&r.set(this,t,\"value\")!==undefined||(this.value=t))})):t?(r=pe.valHooks[t.type]||pe.valHooks[t.nodeName.toLowerCase()])&&\"get\"in r&&(e=r.get(t,\"value\"))!==undefined?e:\"string\"==typeof(e=t.value)?e.replace(Mt,\"\"):null==e?\"\":e:void 0}}),pe.extend({valHooks:{option:{get:function(e){var t=pe.find.attr(e,\"value\");return null!=t?t:pe.trim(pe.text(e)).replace(Ot,\" \")}},select:{get:function(e){for(var t,n,r=e.options,i=e.selectedIndex,o=\"select-one\"===e.type||i<0,a=o?null:[],s=o?i+1:r.length,u=i<0?s:o?i:0;u<s;u++)if(((n=r[u]).selected||u===i)&&(fe.optDisabled?!n.disabled:null===n.getAttribute(\"disabled\"))&&(!n.parentNode.disabled||!pe.nodeName(n.parentNode,\"optgroup\"))){if(t=pe(n).val(),o)return t;a.push(t)}return a},set:function(e,t){for(var n,r,i=e.options,o=pe.makeArray(t),a=i.length;a--;)if(r=i[a],-1<pe.inArray(pe.valHooks.option.get(r),o))try{r.selected=n=!0}catch(s){r.scrollHeight}else r.selected=!1;return n||(e.selectedIndex=-1),i}}}}),pe.each([\"radio\",\"checkbox\"],function(){pe.valHooks[this]={set:function(e,t){if(pe.isArray(t))return e.checked=-1<pe.inArray(pe(e).val(),t)}},fe.checkOn||(pe.valHooks[this].get=function(e){return null===e.getAttribute(\"value\")?\"on\":e.value})});var Rt,Pt,Bt=pe.expr.attrHandle,Wt=/^(?:checked|selected)$/i,It=fe.getSetAttribute,$t=fe.input;pe.fn.extend({attr:function(e,t){return Ie(this,pe.attr,e,t,1<arguments.length)},removeAttr:function(e){return this.each(function(){pe.removeAttr(this,e)})}}),pe.extend({attr:function(e,t,n){var r,i,o=e.nodeType;if(3!==o&&8!==o&&2!==o)return\"undefined\"==typeof e.getAttribute?pe.prop(e,t,n):(1===o&&pe.isXMLDoc(e)||(t=t.toLowerCase(),i=pe.attrHooks[t]||(pe.expr.match.bool.test(t)?Pt:Rt)),n!==undefined?null===n?void pe.removeAttr(e,t):i&&\"set\"in i&&(r=i.set(e,n,t))!==undefined?r:(e.setAttribute(t,n+\"\"),n):i&&\"get\"in i&&null!==(r=i.get(e,t))?r:null==(r=pe.find.attr(e,t))?undefined:r)},attrHooks:{type:{set:function(e,t){if(!fe.radioValue&&\"radio\"===t&&pe.nodeName(e,\"input\")){var n=e.value;return e.setAttribute(\"type\",t),n&&(e.value=n),t}}}},removeAttr:function(e,t){var n,r,i=0,o=t&&t.match(je);if(o&&1===e.nodeType)for(;n=o[i++];)r=pe.propFix[n]||n,pe.expr.match.bool.test(n)?$t&&It||!Wt.test(n)?e[r]=!1:e[pe.camelCase(\"default-\"+n)]=e[r]=!1:pe.attr(e,n,\"\"),e.removeAttribute(It?n:r)}}),Pt={set:function(e,t,n){return!1===t?pe.removeAttr(e,n):$t&&It||!Wt.test(n)?e.setAttribute(!It&&pe.propFix[n]||n,n):e[pe.camelCase(\"default-\"+n)]=e[n]=!0,n}},pe.each(pe.expr.match.bool.source.match(/\\w+/g),function(e,t){var o=Bt[t]||pe.find.attr;$t&&It||!Wt.test(t)?Bt[t]=function(e,t,n){var r,i;return n||(i=Bt[t],Bt[t]=r,r=null!=o(e,t,n)?t.toLowerCase():null,Bt[t]=i),r}:Bt[t]=function(e,t,n){if(!n)return e[pe.camelCase(\"default-\"+t)]?t.toLowerCase():null}}),$t&&It||(pe.attrHooks.value={set:function(e,t,n){if(!pe.nodeName(e,\"input\"))return Rt&&Rt.set(e,t,n);e.defaultValue=t}}),It||(Rt={set:function(e,t,n){var r=e.getAttributeNode(n);if(r||e.setAttributeNode(r=e.ownerDocument.createAttribute(n)),r.value=t+=\"\",\"value\"===n||t===e.getAttribute(n))return t}},Bt.id=Bt.name=Bt.coords=function(e,t,n){var r;if(!n)return(r=e.getAttributeNode(t))&&\"\"!==r.value?r.value:null},pe.valHooks.button={get:function(e,t){var n=e.getAttributeNode(t);if(n&&n.specified)return n.value},set:Rt.set},pe.attrHooks.contenteditable={set:function(e,t,n){Rt.set(e,\"\"!==t&&t,n)}},pe.each([\"width\",\"height\"],function(e,n){pe.attrHooks[n]={set:function(e,t){if(\"\"===t)return e.setAttribute(n,\"auto\"),t}}})),fe.style||(pe.attrHooks.style={get:function(e){return e.style.cssText||undefined},set:function(e,t){return e.style.cssText=t+\"\"}});var zt=/^(?:input|select|textarea|button|object)$/i,Xt=/^(?:a|area)$/i;pe.fn.extend({prop:function(e,t){return Ie(this,pe.prop,e,t,1<arguments.length)},removeProp:function(t){return t=pe.propFix[t]||t,this.each(function(){try{this[t]=undefined,delete this[t]}catch(e){}})}}),pe.extend({prop:function(e,t,n){var r,i,o=e.nodeType;if(3!==o&&8!==o&&2!==o)return 1===o&&pe.isXMLDoc(e)||(t=pe.propFix[t]||t,i=pe.propHooks[t]),n!==undefined?i&&\"set\"in i&&(r=i.set(e,n,t))!==undefined?r:e[t]=n:i&&\"get\"in i&&null!==(r=i.get(e,t))?r:e[t]},propHooks:{tabIndex:{get:function(e){var t=pe.find.attr(e,\"tabindex\");return t?parseInt(t,10):zt.test(e.nodeName)||Xt.test(e.nodeName)&&e.href?0:-1}}},propFix:{\"for\":\"htmlFor\",\"class\":\"className\"}}),fe.hrefNormalized||pe.each([\"href\",\"src\"],function(e,t){pe.propHooks[t]={get:function(e){return e.getAttribute(t,4)}}}),fe.optSelected||(pe.propHooks.selected={get:function(e){var t=e.parentNode;return t&&(t.selectedIndex,t.parentNode&&t.parentNode.selectedIndex),null},set:function(e){var t=e.parentNode;t&&(t.selectedIndex,t.parentNode&&t.parentNode.selectedIndex)}}),pe.each([\"tabIndex\",\"readOnly\",\"maxLength\",\"cellSpacing\",\"cellPadding\",\"rowSpan\",\"colSpan\",\"useMap\",\"frameBorder\",\"contentEditable\"],function(){pe.propFix[this.toLowerCase()]=this}),fe.enctype||(pe.propFix.enctype=\"encoding\");var Ut=/[\\t\\r\\n\\f]/g;pe.fn.extend({addClass:function(t){var e,n,r,i,o,a,s,u=0;if(pe.isFunction(t))return this.each(function(e){pe(this).addClass(t.call(this,e,z(this)))});if(\"string\"==typeof t&&t)for(e=t.match(je)||[];n=this[u++];)if(i=z(n),r=1===n.nodeType&&(\" \"+i+\" \").replace(Ut,\" \")){for(a=0;o=e[a++];)r.indexOf(\" \"+o+\" \")<0&&(r+=o+\" \");i!==(s=pe.trim(r))&&pe.attr(n,\"class\",s)}return this},removeClass:function(t){var e,n,r,i,o,a,s,u=0;if(pe.isFunction(t))return this.each(function(e){pe(this).removeClass(t.call(this,e,z(this)))});if(!arguments.length)return this.attr(\"class\",\"\");if(\"string\"==typeof t&&t)for(e=t.match(je)||[];n=this[u++];)if(i=z(n),r=1===n.nodeType&&(\" \"+i+\" \").replace(Ut,\" \")){for(a=0;o=e[a++];)for(;-1<r.indexOf(\" \"+o+\" \");)r=r.replace(\" \"+o+\" \",\" \");i!==(s=pe.trim(r))&&pe.attr(n,\"class\",s)}return this},toggleClass:function(i,t){var o=typeof i;return\"boolean\"==typeof t&&\"string\"===o?t?this.addClass(i):this.removeClass(i):pe.isFunction(i)?this.each(function(e){pe(this).toggleClass(i.call(this,e,z(this),t),t)}):this.each(function(){var e,t,n,r;if(\"string\"===o)for(t=0,n=pe(this),r=i.match(je)||[];e=r[t++];)n.hasClass(e)?n.removeClass(e):n.addClass(e);else i!==undefined&&\"boolean\"!==o||((e=z(this))&&pe._data(this,\"__className__\",e),pe.attr(this,\"class\",e||!1===i?\"\":pe._data(this,\"__className__\")||\"\"))})},hasClass:function(e){var t,n,r=0;for(t=\" \"+e+\" \";n=this[r++];)if(1===n.nodeType&&-1<(\" \"+z(n)+\" \").replace(Ut,\" \").indexOf(t))return!0;return!1}}),pe.each(\"blur focus focusin focusout load resize scroll unload click dblclick mousedown mouseup mousemove mouseover mouseout mouseenter mouseleave change select submit keydown keypress keyup error contextmenu\".split(\" \"),function(e,n){pe.fn[n]=function(e,t){return 0<arguments.length?this.on(n,null,e,t):this.trigger(n)}}),pe.fn.extend({hover:function(e,t){return this.mouseenter(e).mouseleave(t||e)}});var Vt=C.location,Yt=pe.now(),Jt=/\\?/,Gt=/(,)|(\\[|{)|(}|])|\"(?:[^\"\\\\\\r\\n]|\\\\[\"\\\\\\/bfnrt]|\\\\u[\\da-fA-F]{4})*\"\\s*:?|true|false|null|-?(?!0\\d)\\d+(?:\\.\\d+|)(?:[eE][+-]?\\d+|)/g;pe.parseJSON=function(e){if(C.JSON&&C.JSON.parse)return C.JSON.parse(e+\"\");var i,o=null,t=pe.trim(e+\"\");return t&&!pe.trim(t.replace(Gt,function(e,t,n,r){return i&&t&&(o=0),0===o?e:(i=n||t,o+=!r-!n,\"\")}))?Function(\"return \"+t)():pe.error(\"Invalid JSON: 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a=t.createButton(\"play\",\"Play\").click(function(){t.play()}),o=t.createButton(\"pause\",\"Pause\").click(function(){t.pause()});i.push(a),i.push(o)}if(t.config.buttons.rewind){var s=t.createButton(\"rewind\",\"Rewind\").click(function(){t.rewd()});i.push(s)}if(t.config.buttons.forward){var r=t.createButton(\"forward\",\"Forward\").click(function(){t.ffwd()});i.push(r)}if(t.config.captions){var l=t.createButton(\"captions\",\"Captions\").click(function(){t.toggleCaptions()}),c=1==t.config.captionsOn?\"captions-on\":\"captions-off\";l.addClass(c),i.push(l)}for(var u=0;u<i.length;u+=1)e[0].appendChild(i[u][0]);return e},window.NOMENSA.player.MediaplayerDecorator.prototype.getVolControls=function(){for(var t=this,e=$(\"<div>\").addClass(\"volume-controls\"),i=t.createButton(\"mute\",\"Mute\").click(function(){t.mute()}),n=t.createButton(\"vol-up\",'+<span class=\"ui-helper-hidden-accessible\"> Volume Up</span>').click(function(){t.volup()}),a=[i,t.createButton(\"vol-down\",'-<span 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ui-widget-header ui-corner-left\").css({width:\"0%\",height:\"95%\"}),i=$(\"<span />\").attr({id:\"loaded-bar-\"+this.config.id,tabindex:\"-1\"}).addClass(\"loaded-bar ui-progressbar-value ui-widget-header ui-corner-left\").css({height:\"95%\",width:\"0%\"});return t.append(e,i)},window.NOMENSA.player.MediaplayerDecorator.prototype.setSliderTimeout=function(){var t=this;t.sliderInterval==undefined&&(t.sliderInterval=setInterval(function(){t.updateSlider()},t.config.sliderTimeout))},window.NOMENSA.player.MediaplayerDecorator.prototype.clearSliderTimeout=function(){var t=this;t.sliderInterval!=undefined&&(t.sliderInterval=clearInterval(t.sliderInterval))},window.NOMENSA.player.MediaplayerDecorator.prototype.updateSlider=function(){var t=\"undefined\"!=typeof this.duration?this.duration:this.getDuration(),e=\"boolean\"==typeof this.duration_found&&this.duration_found,i=this.getCurrentTime(),n=0;0<t?(n=i/t*100,n=parseInt(n,10)):t=0,e||($(\"#duration-\"+this.config.id).html(this.formatTime(parseInt(t,10))),this.duration_found=!0),$(\"#slider-\"+this.config.id).find(\"a.ui-slider-handle\").attr({\"aria-valuenow\":n,\"aria-valuetext\":n.toString()+\" percent\"}).css(\"left\",n.toString()+\"%\"),$(\"#progress-bar-\"+this.config.id).attr({\"aria-valuenow\":n,\"aria-valuetext\":n.toString()+\" percent\"}).css(\"width\",n.toString()+\"%\"),this.updateLoaderBar(),this.updateTime(i)},window.NOMENSA.player.MediaplayerDecorator.prototype.updateLoaderBar=function(){var t=this.getBytesLoaded()/this.getBytesTotal()*100;t=parseInt(t,10),isFinite(t)||(t=0),$(\"#loaded-bar-\"+this.config.id).attr({\"aria-valuetext\":t.toString()+\" percent\",\"aria-valuenow\":t}).css(\"width\",t.toString()+\"%\")},window.NOMENSA.player.MediaplayerDecorator.prototype.formatTime=function(t){var e=0,i=0,n=0;60<=t?(n=t-60*(i=parseInt(t/60,10)),60<=i&&(e=parseInt(i/60,10),i-=parseInt(60*e,10))):n=t;for(var a=[e,i,n],o=0;o<a.length;o+=1)a[o]=a[o]<10?\"0\"+a[o].toString():a[o].toString();return a.join(\":\")},window.NOMENSA.player.MediaplayerDecorator.prototype.updateTime=function(t){var e=this.formatTime(parseInt(t,10));this.$html.find(\"#current-\"+this.config.id).html(e)},window.NOMENSA.player.MediaplayerDecorator.prototype.getControls=function(){var t=$(\"<span />\").addClass(\"ui-corner-bottom\").addClass(\"control-bar\"),e=$(\"<a />\").attr(\"href\",\"http://www.nomensa.com?ref=logo\").html(\"Accessible Media Player by Nomensa\").addClass(\"logo\");t.append(e);for(var i=[this.getFuncControls(),this.getVolControls(),this.getSliderBar()],n=0;n<i.length;n+=1)t[0].appendChild(i[n][0]);return t},window.NOMENSA.player.MediaplayerDecorator.prototype.updateVolume=function(t){$(\"#vol-\"+this.config.id).text(t.toString()+\"%\");var e=this.$html.find(\"button.mute\");0==t?e.addClass(\"muted\"):e.hasClass(\"muted\")&&e.removeClass(\"muted\")},window.NOMENSA.player.MediaplayerDecorator.prototype.getCaptions=function(){var e=this;if(e.config.captions){$.ajax({url:e.config.captions,success:function(t){0<$(t).find(\"p\").length&&(e.captions=$(t).find(\"p\"))}})}},window.NOMENSA.player.MediaplayerDecorator.prototype.toggleCaptions=function(){var t=this,e=this.$html.find(\".captions\");e.hasClass(\"captions-off\")?(e.removeClass(\"captions-off\").addClass(\"captions-on\"),t.getPreviousCaption(),t.setCaptionTimeout(),t.config.captionsOn=!0):(e.removeClass(\"captions-on\").addClass(\"captions-off\"),t.clearCaptionTimeout(),t.$html.find(\".caption\").remove(),t.config.captionsOn=!1)},window.NOMENSA.player.MediaplayerDecorator.prototype.syncCaptions=function(){var t;if(this.captions){var e=this.getCurrentTime();e=this.formatTime(parseInt(e,10)),1==(t=this.captions.filter('[begin=\"'+e+'\"]')).length&&this.insertCaption(t)}},window.NOMENSA.player.MediaplayerDecorator.prototype.insertCaption=function(t){if(1==this.$html.find(\".caption\").length)this.$html.find(\".caption\").text(t.text());else{var e=$(\"<div>\").text(t.text());e[0].className=\"caption\",this.$html.find(\".video\").prepend(e)}},window.NOMENSA.player.MediaplayerDecorator.prototype.getPreviousCaption=function(t){var e;t==undefined&&(t=this.getCurrentTime());var i=this.formatTime(parseInt(t,10));if(this.captions){for(e=this.captions.filter('[begin=\"'+i+'\"]');1!=e.length&&0<t;)t--,i=this.formatTime(parseInt(t,10)),e=this.captions.filter('[begin=\"'+i+'\"]');1==e.length&&this.insertCaption(e)}},window.NOMENSA.player.MediaplayerDecorator.prototype.destroyPlayerInstance=function(){return!1},window.NOMENSA.player.MediaplayerDecorator.prototype.destroy=function(){this.clearSliderTimeout(),this.clearCaptionTimeout(),this.destroyPlayerInstance(),this.$html.remove()},window.NOMENSA.player.MediaplayerDecorator.prototype.setCaptionTimeout=function(){var t=this;t.captionInterval==undefined&&(t.captionInterval=setInterval(function(){t.syncCaptions()},500))},window.NOMENSA.player.MediaplayerDecorator.prototype.clearCaptionTimeout=function(){this.captionInterval!=undefined&&(this.captionInterval=clearInterval(this.captionInterval))},window.NOMENSA=window.NOMENSA||{},window.NOMENSA.player=window.NOMENSA.player||{},jQuery(function(t){t(window).resize(function(){t(\".player-container\").each(function(){580<t(this).width()?t(this).addClass(\"player-wide\"):t(this).removeClass(\"player-wide\")})})}),\"undefined\"==typeof window.postMessage&&(window.NOMENSA.player.stateHandlers={}),window.NOMENSA.player.PlayerManager=function(){var i={};this.getPlayer=function(t){return i[t]!=undefined?i[t]:null},this.addPlayer=function(t){return i[t.config.id]=t,!0},this.removePlayer=function(t){i[t]!=undefined&&(i[t].destroy(),delete i[t])},this.map=function(t){var e;for(e in i)t(i[e])}},window.NOMENSA.player.PlayerDaemon=new window.NOMENSA.player.PlayerManager;var html5_methods={play:function(){this.player.play(),this.setSliderTimeout(),this.config.captionsOn&&this.captions&&this.setCaptionTimeout()},pause:function(){this.player.pause(),this.clearSliderTimeout(),this.config.captionsOn&&this.captions&&this.clearCaptionTimeout()},ffwd:function(){var t=this.getCurrentTime()+this.config.playerSkip;this.seek(t)},rewd:function(){var t=this.getCurrentTime()-this.config.playerSkip;t<0&&(t=0),this.seek(t)},mute:function(){var t=this.$html.find(\"button.mute\");this.player.muted?(this.player.muted=!1,t.hasClass(\"muted\")&&t.removeClass(\"muted\")):(this.player.muted=!0,t.addClass(\"muted\"))},volup:function(){var t=100*this.player.volume;t<100-this.config.volumeStep?t+=this.config.volumeStep:t=100,this.player.volume=t/100,this.updateVolume(Math.round(t))},voldwn:function(){var t=100*this.player.volume;t>this.config.volumeStep?t-=this.config.volumeStep:t=0,this.player.volume=t/100,this.updateVolume(Math.round(t))},getDuration:function(){return this.player.duration},getCurrentTime:function(){return this.player.currentTime},getBytesLoaded:function(){return this.player.buffered.end(0)},getBytesTotal:function(){return this.player.duration},seek:function(t){this.player.currentTime=t},cue:function(){}};!function(d){d.fn.player=function(t,e){function o(){this.config=s,d.extend(!0,this,r,e),this.is_html5=!1;var t=n(this);t&&this.config.useHtml5?(this.config.media=t.src,this.is_html5=!0,this.$html=this.assembleHTML5(t.container,t.mimetype),d.extend(this,html5_methods)):(this.config.media instanceof Array&&\"undefined\"!=typeof this.config.media.push&&(this.config.media=this.config.media[0]),this.$html=this.assembleHTML()),this.config.captions&&this.getCaptions()}var i={id:\"media_player\",url:window.location.protocol+\"//www.youtube.com/apiplayer?enablejsapi=1&version=3&playerapiid=\",media:\"8LiQ-bLJaM4\",repeat:!1,captions:null,captionsOn:!0,flashWidth:\"100%\",flashHeight:\"300px\",playerStyles:{height:\"100%\",width:\"100%\"},sliderTimeout:350,flashContainer:\"span\",playerContainer:\"span\",image:\"\",playerSkip:10,volumeStep:10,buttons:{forward:!0,rewind:!0,toggle:!0},logoURL:\"http://www.nomensa.com?ref=logo\",useHtml5:!0,swfCallback:null},s=d.extend(!0,{},i,t),n=function(t){var e,i,n,a,o,s,r=t.config.media;if(a=function(t){if((e=document.createElement(t.container)).canPlayType!=undefined&&(\"maybe\"==(n=e.canPlayType(t.mimetype)).toLowerCase()||\"probably\"==n.toLowerCase()))return!0},\"string\"==typeof r&&a(i=l(r)))return i.src=r,i;if(r instanceof Array&&\"undefined\"!=typeof r.push)for(o=0,s=r.length;o<s;o++)if(a(i=l(r[o])))return i.src=r[o],i;return!1},a=function(t){var e=\"\",i=\"video\";switch(t){case\"mp4\":case\"m4v\":e='video/mp4; codecs=\"avc1.42E01E, mp4a.40.2\"';break;case\"ogg\":case\"ogv\":e='video/ogg; codecs=\"theora, vorbis\"';break;case\"webm\":e='video/webm; codecs=\"vp8, vorbis\"';break;case\"mp3\":e=\"audio/mpeg\",i=\"audio\"}return{mimetype:e,container:i}},l=function(t){var e=t.lastIndexOf(\".\");if(-1==e)return null;var i=t.substring(e+1);return a(i)},c=function(){return!!window.NOMENSA.browser.mozilla&&2<=parseInt(window.NOMENSA.browser.version,10)},r={generatePlayerContainer:function(){var t=d(\"<\"+this.config.playerContainer+\" />\").css(this.config.playerStyles).addClass(\"player-container\");return window.NOMENSA.browser.msie&&t.addClass(\"player-container-ie player-container-ie-\"+window.NOMENSA.browser.version.substring(0,1)),t},getFlashVars:function(){var t={controlbar:\"none\",file:this.config.media};return\"\"!=this.config.image&&(t.image=this.config.image),this.config.repeat&&(t.repeat=this.config.repeat),t},getFlashParams:function(){return{allowScriptAccess:\"always\",wmode:\"transparent\"}},getURL:function(){return[this.config.url,this.config.id].join(\"\")},generateFlashPlayer:function(t){var e=this,i=this.getFlashVars(),n=this.getFlashParams(),a={id:this.config.id,name:this.config.id},o=d(\"<\"+this.config.flashContainer+\" />\").attr(\"id\",\"player-\"+this.config.id).addClass(\"flashReplace\").html('This content requires Macromedia Flash Player. You can <a href=\"http://get.adobe.com/flashplayer/\">install or upgrade the Adobe Flash Player here</a>.'),s=d(\"<span />\").addClass(\"video\"),r=this.getURL();return setTimeout(function(){swfobject.embedSWF(r,o.attr(\"id\"),e.config.flashWidth,e.config.flashHeight,\"9.0.115\",null,i,n,a,e.config.swfCallback),c()&&e.$html.find(\"object\").attr(\"tabindex\",\"-1\")},0),t.append(s.append(o)),t},generateHTML5Player:function(t,e,i){var n=d(\"<span />\");n[0].className=\"video\";var a=d(\"<\"+e+\" />\").attr({id:this.config.id,src:this.config.media,type:i}).css({width:\"100%\",height:\"50%\"});return\"\"!=d.trim(this.config.image)&&a.attr({poster:d.trim(this.config.image)}),t.append(n.append(a))},createButton:function(t,e){var i=[t,this.config.id].join(\"-\");return d(\"<button />\").append(e).addClass(t).attr({title:t,id:i}).addClass(\"ui-corner-all ui-state-default\").hover(function(){d(this).addClass(\"ui-state-hover\")},function(){d(this).removeClass(\"ui-state-hover\")}).focus(function(){d(this).addClass(\"ui-state-focus\")}).blur(function(){d(this).removeClass(\"ui-state-focus\")}).click(function(t){t.preventDefault()})},getFuncControls:function(){var t=this,e=d(\"<div>\");e[0].className=\"player-controls\";var i,n=[];if(t.config.buttons.toggle){var a=t.createButton(\"play\",\"Play\").attr({\"aria-live\":\"assertive\"}).click(function(){d(this).hasClass(\"play\")?(d(this).removeClass(\"play\").addClass(\"pause\").attr({title:\"Pause\",id:\"pause-\"+t.config.id}).text(\"Pause\"),t.play()):(d(this).removeClass(\"pause\").addClass(\"play\").attr({title:\"Play\",id:\"play-\"+t.config.id}).text(\"Play\"),t.pause())});n.push(a)}else{var o=t.createButton(\"play\",\"Play\").click(function(){t.play()}),s=t.createButton(\"pause\",\"Pause\").click(function(){t.pause()});n.push(o),n.push(s)}if(t.config.buttons.rewind){var r=t.createButton(\"rewind\",\"Rewind\").click(function(){t.rewd()});n.push(r)}if(t.config.buttons.forward){var l=t.createButton(\"forward\",\"Forward\").click(function(){t.ffwd()});n.push(l)}if(t.config.captions){var c=t.createButton(\"captions\",\"Captions\").click(function(){t.toggleCaptions()}),u=1==t.config.captionsOn?\"captions-on\":\"captions-off\";c.addClass(u),n.push(c)}for(i=0;i<n.length;i+=1)e[0].appendChild(n[i][0]);return e},getVolControls:function(){var t,e=this,i=d(\"<div>\").addClass(\"volume-controls\"),n=e.createButton(\"mute\",\"Mute\").click(function(){e.mute()}),a=e.createButton(\"vol-up\",'+<span class=\"ui-helper-hidden-accessible\"> Volume Up</span>').click(function(){e.volup()}),o=[n,e.createButton(\"vol-down\",'-<span class=\"ui-helper-hidden-accessible\"> Volume Down</span>').click(function(){e.voldwn()}),a,d(\"<span />\").attr({id:\"vol-\"+e.config.id,\"class\":\"vol-display\"}).text(\"100%\")];for(t=0;t<o.length;t+=1)i[0].appendChild(o[t][0]);return i},getSliderBar:function(){var t,e=d(\"<span />\").addClass(\"ui-helper-hidden-accessible\").html(\"<p>The timeline slider below uses WAI ARIA. Please use the documentation for your screen reader to find out more.</p>\"),i=d(\"<span />\").addClass(\"current-time\").attr({id:\"current-\"+this.config.id}).text(\"00:00:00\"),n=this.getSlider(),a=d(\"<span />\").addClass(\"duration-time\").attr({id:\"duration-\"+this.config.id}).text(\"00:00:00\"),o=d(\"<div />\").addClass(\"timer-bar\").append(e),s=[i,n,a];for(t=0;t<s.length;t+=1)o[0].appendChild(s[t][0]);return o},getSlider:function(){var n=this,t=d(\"<span />\").attr(\"id\",\"slider-\"+this.config.id).slider({orientation:\"horizontal\",change:function(t,e){var i=e.value/100*n.getDuration();n.seek(i)}});t.find(\"a.ui-slider-handle\").attr({role:\"slider\",\"aria-valuemin\":\"0\",\"aria-valuemax\":\"100\",\"aria-valuenow\":\"0\",\"aria-valuetext\":\"0 percent\",title:\"Slider Control\"});var e=d(\"<span />\").addClass(\"progress-bar\").attr({id:\"progress-bar-\"+this.config.id,tabindex:\"-1\"}).addClass(\"ui-progressbar-value ui-widget-header ui-corner-left\").css({width:\"0%\",height:\"95%\"}),i=d(\"<span />\").attr({id:\"loaded-bar-\"+this.config.id,tabindex:\"-1\"}).addClass(\"loaded-bar ui-progressbar-value ui-widget-header ui-corner-left\").css({height:\"95%\",width:\"0%\"});return t.append(e,i)},setSliderTimeout:function(){var t=this;t.sliderInterval==undefined&&(t.sliderInterval=setInterval(function(){t.updateSlider()},t.config.sliderTimeout))},clearSliderTimeout:function(){var t=this;t.sliderInterval!=undefined&&(t.sliderInterval=clearInterval(t.sliderInterval))},updateSlider:function(){var t=\"undefined\"!=typeof this.duration?this.duration:this.getDuration(),e=\"boolean\"==typeof this.duration_found&&this.duration_found,i=this.getCurrentTime(),n=0;0<t?(n=i/t*100,n=parseInt(n,10)):t=0,e||(d(\"#duration-\"+this.config.id).html(this.formatTime(parseInt(t,10))),this.duration_found=!0),d(\"#slider-\"+this.config.id).find(\"a.ui-slider-handle\").attr({\"aria-valuenow\":n,\"aria-valuetext\":n.toString()+\" percent\"}).css(\"left\",n.toString()+\"%\"),d(\"#progress-bar-\"+this.config.id).attr({\"aria-valuenow\":n,\"aria-valuetext\":n.toString()+\" percent\"}).css(\"width\",n.toString()+\"%\"),this.updateLoaderBar(),this.updateTime(i)},updateLoaderBar:function(){var t=this.getBytesLoaded()/this.getBytesTotal()*100;t=parseInt(t,10),isFinite(t)||(t=0),d(\"#loaded-bar-\"+this.config.id).attr({\"aria-valuetext\":t.toString()+\" percent\",\"aria-valuenow\":t}).css(\"width\",t.toString()+\"%\")},formatTime:function(t){var e=0,i=0,n=0;60<=t?(n=t-60*(i=parseInt(t/60,10)),60<=i&&(e=parseInt(i/60,10),i-=parseInt(60*e,10))):n=t;var a,o=[e,i,n];for(a=0;a<o.length;a+=1)o[a]=o[a]<10?\"0\"+o[a].toString():o[a].toString();return o.join(\":\")},updateTime:function(t){var e=this.formatTime(parseInt(t,10));this.$html.find(\"#current-\"+this.config.id).html(e)},getControls:function(){var t=d(\"<span />\").addClass(\"ui-corner-bottom\").addClass(\"control-bar\"),e=d(\"<a 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e=this.getCurrentTime();e=this.formatTime(parseInt(e,10)),1==(t=this.captions.filter('[begin=\"'+e+'\"]')).length&&this.insertCaption(t)}},insertCaption:function(t){if(1==this.$html.find(\".caption\").length)this.$html.find(\".caption\").text(t.text());else{var e=d(\"<div>\").text(t.text());e[0].className=\"caption\",this.$html.find(\".video\").prepend(e)}},getPreviousCaption:function(t){var e;t==undefined&&(t=this.getCurrentTime());var i=this.formatTime(parseInt(t,10));if(this.captions){for(e=this.captions.filter('[begin=\"'+i+'\"]');1!=e.length&&0<t;)t--,i=this.formatTime(parseInt(t,10)),e=this.captions.filter('[begin=\"'+i+'\"]');1==e.length&&this.insertCaption(e)}},destroyPlayerInstance:function(){return!1},destroy:function(){this.clearSliderTimeout(),this.clearCaptionTimeout(),this.destroyPlayerInstance(),this.$html.remove()},setCaptionTimeout:function(){var t=this;t.captionInterval==undefined&&(t.captionInterval=setInterval(function(){t.syncCaptions()},500))},clearCaptionTimeout:function(){this.captionInterval!=undefined&&(this.captionInterval=clearInterval(this.captionInterval))},play:function(){this.player.playVideo(),this.setSliderTimeout(),this.config.captionsOn&&this.captions&&this.setCaptionTimeout()},pause:function(){this.player.pauseVideo(),this.clearSliderTimeout(),this.config.captionsOn&&this.captions&&this.clearCaptionTimeout()},ffwd:function(){var t=this.getCurrentTime()+this.config.playerSkip;this.seek(t)},rewd:function(){var t=this.getCurrentTime()-this.config.playerSkip;t<0&&(t=0),this.seek(t)},mute:function(){var t=this.$html.find(\"button.mute\");this.player.isMuted()?(this.player.unMute(),t.hasClass(\"muted\")&&t.removeClass(\"muted\")):(this.player.mute(),t.addClass(\"muted\"))},volup:function(){var t=this.player.getVolume();t<100-this.config.volumeStep?t+=this.config.volumeStep:t=100,this.player.setVolume(t),this.updateVolume(t)},voldwn:function(){var t=this.player.getVolume();t>this.config.volumeStep?t-=this.config.volumeStep:t=0,this.player.setVolume(t),this.updateVolume(t)},getDuration:function(){return this.player.getDuration()},getCurrentTime:function(){return this.player.getCurrentTime()},getBytesLoaded:function(){return this.player.getVideoBytesLoaded()},getBytesTotal:function(){return this.player.getVideoBytesTotal()},seek:function(t){this.player.seekTo(t),this.config.captionsOn&&this.captions&&(this.$html.find(\".caption\").remove(),this.clearCaptionTimeout(),this.setCaptionTimeout(),this.getPreviousCaption())},cue:function(){this.player.cueVideoById(this.config.media)},toggleCaptions:function(){var t=this,e=this.$html.find(\".captions\");e.hasClass(\"captions-off\")?(e.removeClass(\"captions-off\").addClass(\"captions-on\"),t.getPreviousCaption(),t.setCaptionTimeout(),t.config.captionsOn=!0):(e.removeClass(\"captions-on\").addClass(\"captions-off\"),t.clearCaptionTimeout(),t.$html.find(\".caption\").remove(),t.config.captionsOn=!1)}};return this.each(function(t){var e,i,n=d(this),a=function(t){580<t.$html.width()&&t.$html.addClass(\"player-wide\"),t.is_html5&&(t.player=document.getElementById(t.config.id))};s.url.match(/^(http|https)\\:\\/\\/www\\.youtube\\.com/)?(e=new window.NOMENSA.player.YoutubePlayer(s),(i=new window.NOMENSA.player.MediaplayerDecorator(e)).onPlayerReady(function(){a(i),this.getPlayer().setLoop(!0)}),i.init(n)):(i=new o(t),n.html(i.$html),a(i),window.NOMENSA.player.PlayerDaemon.addPlayer(i))})}}(jQuery),function(c){\"use strict\";function t(){function s(){var t=document.location.protocol;return\"file:\"==t&&(t=\"https:\"),t}function 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