<?xml version="1.0" encoding="UTF-8" ?><!-- generator=Zoho Sites --><rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:content="http://purl.org/rss/1.0/modules/content/"><channel><atom:link href="https://www.gopalpartani.co/blogs/feed" rel="self" type="application/rss+xml"/><title>Gopal Partani &amp; Co - Blog</title><description>Gopal Partani &amp; Co - Blog</description><link>https://www.gopalpartani.co/blogs</link><lastBuildDate>Wed, 01 Jul 2026 16:47:28 +0530</lastBuildDate><generator>http://zoho.com/sites/</generator><item><title><![CDATA[The Diaspora Comes Home After the Boom, Not Before It]]></title><link>https://www.gopalpartani.co/blogs/post/indiandiaspora</link><description><![CDATA[<img align="left" hspace="5" src="https://www.gopalpartani.co/chart4_india_returnwave.png"/>]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_b2pdLLoKToSoj2hzhnXjuQ" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_HG9BjGbOQP6qa3KAwAGYdg" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_XnQfwCjGRDmxZmyguSRdwA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_f0MtD55gOqv7ubsl-oIiMw" data-element-type="codeSnippet" class="zpelement zpelem-codesnippet "><div class="zpsnippet-container"><!-- Gopal Partani & Co | Article body snippet for Zoho Sites. Paste into a Custom HTML/ Code block. --><div class="gp-article"><style> .gp-article{ --gp-navy:#1A3C5E; --gp-teal:#2EC4B6; --gp-teal-dark:#22A89B; --gp-gold:#C9A84C; --gp-text:#2b2b2b; --gp-muted:#6B7B8D; --gp-faint:#9EAAB8; --gp-border:#E8EEF4; --gp-wash:#F4F7FA; --gp-sans:"Helvetica Neue",Arial,"Liberation Sans",sans-serif; --gp-serif:Georgia,"Times New Roman",Garamond,serif; font-family:var(--gp-serif); color:var(--gp-text); font-size:19px; line-height:1.78; -webkit-font-smoothing:antialiased; text-align:left; } .gp-article *{ box-sizing:border-box; } /* standfirst (subtitle under the Zoho title) */ .gp-article .gp-standfirst{ max-width:720px; margin:0 auto 8px; padding:0 0 26px; font-family:var(--gp-serif); font-style:italic; color:#465a6e; font-size:23px; line-height:1.5; border-bottom:1px solid var(--gp-border); } .gp-article .gp-body{ padding-top:34px; } .gp-article .gp-body p{ max-width:720px; margin:0 auto 26px; font-family:var(--gp-serif); color:var(--gp-text); } .gp-article .gp-body p.gp-lead{ font-size:20.5px; } .gp-article .gp-body p.gp-lead::first-letter{ font-family:var(--gp-sans); font-weight:800; color:var(--gp-navy); float:left; font-size:74px; line-height:.78; padding:8px 12px 0 0; } .gp-article .gp-body h2{ max-width:720px; margin:52px auto 20px; padding-top:6px; font-family:var(--gp-sans); font-weight:800; color:var(--gp-navy); font-size:27px; line-height:1.22; letter-spacing:-.01em; } .gp-article .gp-body h2::before{ content:""; display:block; width:46px; height:3px; background:var(--gp-teal); margin:0 0 18px; border-radius:2px; } .gp-article .gp-body a{ color:var(--gp-navy); text-decoration:underline; text-decoration-color:var(--gp-teal); text-underline-offset:3px; } .gp-article .gp-body strong{ color:var(--gp-navy); font-weight:700; } .gp-article .gp-body .gp-num{ font-family:var(--gp-sans); color:var(--gp-teal-dark); font-weight:800; } /* pull quote */ .gp-article .gp-body .gp-pull{ max-width:760px; margin:48px auto; padding:6px 0 6px 30px; border-left:4px solid var(--gp-teal); font-family:var(--gp-sans); font-weight:700; color:var(--gp-navy); font-size:30px; line-height:1.28; letter-spacing:-.01em; } /* figures */ .gp-article .gp-body figure.gp-chart{ max-width:860px; margin:46px auto; padding:0; } .gp-article .gp-body figure.gp-chart .gp-frame{ background:#fff; border:1px solid var(--gp-border); border-radius:10px; box-shadow:0 6px 22px rgba(26,60,94,.07); padding:14px; overflow:hidden; } .gp-article .gp-body figure.gp-chart img{ display:block; width:100%; height:auto; border-radius:4px; } .gp-article .gp-body figure.gp-chart figcaption{ font-family:var(--gp-sans); font-size:14px; color:var(--gp-muted); line-height:1.5; margin:14px 4px 0; font-style:normal; } .gp-article .gp-body figure.gp-chart figcaption b{ color:var(--gp-navy); font-weight:700; } /* sources + disclaimer */ .gp-article .gp-body .gp-sources{ max-width:720px; margin:60px auto 0; padding:26px 28px; background:var(--gp-wash); border:1px solid var(--gp-border); border-radius:10px; } .gp-article .gp-body .gp-sources h3{ font-family:var(--gp-sans); font-size:12.5px; letter-spacing:.14em; text-transform:uppercase; color:var(--gp-teal-dark); margin:0 0 12px; font-weight:700; } .gp-article .gp-body .gp-sources p{ max-width:none; margin:0; font-family:var(--gp-sans); font-size:13.5px; line-height:1.6; color:var(--gp-muted); } .gp-article .gp-body .gp-disclaimer{ max-width:720px; margin:18px auto 0; font-family:var(--gp-sans); font-size:12.5px; color:var(--gp-faint); font-style:italic; } @media (max-width:760px){ .gp-article{ font-size:17.5px; line-height:1.72; } .gp-article .gp-standfirst{ font-size:19px; } .gp-article .gp-body h2{ font-size:22px; margin-top:42px; } .gp-article .gp-body .gp-pull{ font-size:23px; padding-left:20px; } .gp-article .gp-body p.gp-lead::first-letter{ font-size:60px; } .gp-article .gp-body figure.gp-chart{ margin:34px auto; } } </style><p class="gp-standfirst">What Poland's trillion-dollar rise teaches India about its 35-million-strong diaspora.</p><div class="gp-body"><p class="gp-lead">In September 2025, Poland quietly crossed a line that almost no post-communist economy was expected to reach. Prime Minister Donald Tusk announced that the country's GDP had passed one trillion dollars, placing Poland among the twenty largest economies in the world. The timing carried its own poetry, arriving almost exactly a thousand years after the coronation of Poland's first king.</p><p>But the more interesting number came a few months earlier, and it had nothing to do with GDP. In 2024, for the first time since records began in the year 2000, more people moved from Germany back to Poland than left Poland for Germany. The brain drain that defined Poland's first two decades inside the European Union had started, measurably, to run in reverse.</p><p>These two facts are connected, and the order in which they happened is the whole story. Poland did not lure its diaspora home and then grow rich. It grew rich first, and the diaspora followed. For India, which holds the largest diaspora on earth and the largest remittance inflow of any country, that sequence is the lesson worth studying.</p><h2>What is actually pulling Poles home</h2><p>For most of the 2000s, Poland exported people. After joining the EU in 2004, millions of Poles moved west, to the United Kingdom, Germany, and Ireland, chasing wages that were multiples of what they could earn at home. "Polonia," the Polish word for the diaspora, became a permanent feature of the national identity.</p><p>What changed was not sentiment. It was arithmetic. Polish GDP per capita, adjusted for cost of living, reached 81 percent of the EU average in 2025, up from roughly 44 percent three decades earlier. When the wage gap between Warsaw and London narrows from a chasm to a step, the entire calculation of staying abroad changes. Add the cost of living in Western capitals, the friction of Brexit, and the simple pull of family, and home stops being a sacrifice.</p><figure class="gp-chart"><div class="gp-frame"><img 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" alt="Bar chart showing Poland's GDP per capita rose from 44 percent of the EU average in the mid-1990s to 81 percent in 2025."></div>
<figcaption><b>The gap closed from a chasm to a step.</b> Poland's income relative to the rest of Europe is the single biggest reason staying abroad stopped making financial sense. </figcaption></figure><p>The Polish government did add incentives. A 2022 measure offered returning Poles income tax relief for their first four years back in the country. But it is important to be honest about cause and effect here. The tax break did not build the trillion-dollar economy. It was a small accelerant layered on top of a domestic engine that was already running. Poland's own return-migration programmes, which date back to 2007, have a long record of limited impact precisely because incentives cannot substitute for opportunity. People come back when the country is worth coming back to.</p><h2>How the returnees and the diaspora are performing</h2><p>The most powerful thing the Polish diaspora is doing is not coming home at all. It is building a flywheel.</p><p>A generation of Polish founders who scaled or sold companies abroad is now reinvesting capital, experience, and credibility into the next generation at home. The exits are real and large. Rafal Brzoska built InPost, the parcel-locker network, into a company that listed in Amsterdam in 2021 at a valuation of roughly 11.6 billion dollars. ElevenLabs, the AI voice company founded by two Poles, became a unicorn and then raised one of the largest rounds in the region. DocPlanner, ICEYE, Booksy, and Brainly have all reached serious scale. And at the very top of the global technology tree, Wojciech Zaremba, a co-founder of OpenAI, is Polish.</p><p>This matters because successful founders make the best early investors and mentors. As one Polish venture partner put it, the country still has fewer founder-investors than Western Europe, but that is changing fast, and this recycling of knowledge and capital is the flywheel that accelerates everything else. Poland raised around 2.3 billion euros of venture capital in 2024. The ecosystem has visibly graduated from an early-stage outsourcing hub into a place that produces scale-ups.</p><p>The returnees who do come back bring something specific. Research on Polish return entrepreneurs found that nearly half of them formed their business idea while living abroad, and that the capital they brought home was mostly financial and human, namely savings and skills, rather than just contacts. They left as workers and came back as builders.</p><h2>What it means for Poland</h2><p>The upside is obvious. A maturing startup ecosystem, a deepening pool of experienced operators, and a partial answer to Poland's most serious long-term problem, which is demographic decline. Like most of Europe, Poland is aging and its working-age population is shrinking. Every returning skilled Pole, and for that matter every Ukrainian who started a business after 2022, softens that blow.</p><p>But the picture deserves honesty, because that is what makes an argument credible. Poland's trillion-dollar status is recent and slightly fragile. Later IMF figures put Poland's 2025 GDP at 1.036 trillion dollars, marginally behind Switzerland, which means the widely repeated claim that Poland overtook Switzerland into the global top twenty was, for now, premature. Poland also carries a widening fiscal deficit and rising public debt driven by defense and social spending. And it is worth correcting a common line: Poland is not literally the fastest-growing economy in the EU. In 2025 it grew 3.6 percent, behind Ireland, Malta, and Cyprus, whose figures are either distorted by multinationals or simply tiny. The accurate and still impressive claim is that Poland is the fastest-growing major economy in the European Union, and has strung together more than thirty years of almost uninterrupted growth, including the only EU economy to avoid recession in 2009.</p><figure class="gp-chart"><div class="gp-frame"><img 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" alt="Timeline of Poland's transformation: 1990 reforms, 2004 EU accession, 2009 avoiding recession, 2024 return migration turning net positive, 2025 GDP passing one trillion dollars."></div>
<figcaption><b>The order of events is the argument.</b> Poland built the economy across three decades, and the diaspora began returning only at the very end. The return is a dividend of the growth, not its cause. </figcaption></figure><p class="gp-pull">The expats are not the cause of the Polish miracle. They are its dividend.</p><h2>The mirror: India and its diaspora</h2><p>Now hold Poland up against India, and the scale becomes almost absurd.</p><p>India has the world's largest diaspora, with more than 35 million people of Indian origin living across roughly 200 countries, according to the Ministry of External Affairs. It is the largest recipient of remittances on the planet, and has been for over twenty-five years. In financial year 2025, those inflows hit a record of about 136 billion dollars, up 14 percent year on year, according to the Reserve Bank of India. To put that in perspective, remittances now cover close to half of India's merchandise trade deficit and act as a quiet stabilizer for the rupee.</p><figure class="gp-chart"><div class="gp-frame"><img src="https://www.gopalpartani.codata:image/png;base64,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" alt="Bar chart showing India received 138 billion dollars in remittances in 2024, more than double Mexico at 68 billion and the Philippines at 40 billion."></div>
<figcaption><b>The largest asset, underused.</b> India receives more remittances than any country on earth, yet most of it flows into consumption and property rather than enterprise. </figcaption></figure><p>If diaspora size and money flow alone created trillion-dollar growth engines, India would have several of them. But remittances are not enterprise. A dollar sent home to support a family or buy an apartment is welcome, but it is consumption or rent. It is not a company, a job multiplier, or a piece of intellectual property. This is the first and most important distinction India has to sit with.</p><p>The encouraging news is that India's own return wave is real and accelerating. NASSCOM estimates that more than 350,000 Indian professionals returned home between 2020 and 2024. By some counts, NRI returnees now make up around a quarter of India's startup founder ecosystem, and NRI investment reached 14.55 billion dollars between April 2024 and February 2025. India has more than 159,000 recognized startups and over 110 unicorns. A new phenomenon called "reverse flipping," where startups that once incorporated in Singapore or Delaware redomicile their headquarters back to India, is gathering pace. And the 2025 decision in the United States to impose a 100,000 dollar fee on H-1B visas has handed India a sudden, unexpected push factor it did not have to engineer.</p><figure class="gp-chart"><div class="gp-frame"><img 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alt="Four statistics: 350,000 plus Indian professionals returned 2020 to 2024; about 25 percent of startup founders are returnees; 14.55 billion dollars NRI investment April 2024 to February 2025; 110 plus Indian unicorns."></div>
<figcaption><b>No longer anecdotal.</b> The return is starting to show up across the founder base, not just in individual success stories. </figcaption></figure><p>The names are familiar: Kunal Bahl, the Bansals at Flipkart, Vidit Aatrey at Meesho, founders across fintech, healthtech, and deep tech who cut their teeth at Stripe, Nvidia, or in Silicon Valley garages and came home to build.</p><h2>The uncomfortable finding India should not ignore</h2><p>Here is where the easy narrative breaks, and where this article earns its keep.</p><p>In early 2026, a study by AnnaLee Saxenian of UC Berkeley, the scholar who literally wrote the book on why Silicon Valley succeeded, together with the entrepreneur and academic Vivek Wadhwa, examined 596 Indian high-tech startups founded between 2016 and 2023. For years, both researchers had argued that returning diaspora founders would be the decisive force in driving innovation in countries like India and China.</p><p>Their new data said something close to the opposite. They found a "returnee paradox." Returnee founders do raise seed and early-stage money more easily, thanks to their global networks. But that advantage dissipates over time, and India's homegrown founders, the ones who never left, tend to outperform the returnees over the long run. As Wadhwa put it, he expected the study to make returnees like himself look like heroes, and it did not. The provocative takeaway, in the authors' words, is that India managed to grow world-class entrepreneurs indigenously, at exactly the moment everyone assumed the diaspora would have to lead the charge.</p><p>This should reshape how India thinks about its expats. The diaspora is an accelerant on a working engine, not the engine itself. A returnee cult, where NRIs are treated as automatic saviors and domestic founders as second-best, would be a strategic error. The data does not support it.</p><p>It is worth remembering how differently China and India played this. China ran aggressive, state-driven repatriation, namely the Thousand Talents Plan launched in 2008, with returnee incubators, preferential funding, and housing subsidies. India was far more hands-off. And yet India still produced its own world-class founders. The implication is not that incentives are useless. It is that they are not the thing that matters most.</p><h2>What India should actually learn from Poland</h2><p>Pull the two stories together and the lessons sharpen into something practical.</p><p><span class="gp-num">1.&nbsp;</span><strong>Fix the fundamentals first. The diaspora is a lagging indicator.</strong> This is the master lesson. Poland did not summon its people home with slogans. It built a market economy, joined the EU single market, absorbed large investment, educated its workforce, and let wage convergence do the rest. The expats then returned because returning became the rational choice. India's energy is better spent on the domestic ease of doing business, contract enforcement, capital access, and infrastructure than on glossy "come home" campaigns. Build the country worth returning to, and the return takes care of itself.</p><p><span class="gp-num">2.&nbsp;</span><strong>Convert diaspora money from consumption into the flywheel.</strong> Poland's real diaspora dividend is the cycle of successful founders becoming angel investors and mentors. India's 136 billion dollars of annual remittances overwhelmingly flows into family support, real estate, and deposits. The strategic prize is channeling even a sliver of diaspora wealth and, more importantly, diaspora expertise into early-stage venture capital, mentorship, and operator networks. Money that builds companies compounds. Money that buys apartments does not.</p><p><span class="gp-num">3.&nbsp;</span><strong>Remove the friction returnees actually hit, not the friction you imagine.</strong> India's own policy reviews are blunt about this. Returnees are deterred less by a lack of patriotic incentives and more by practical walls: scarce international school seats, expensive quality housing in Bengaluru and Mumbai, bureaucratic delays, institutional gatekeeping, and unclear autonomy in research roles. A founder coming back from San Jose does not need a welcome ceremony. They need a school for their children, a clean way to redomicile their company, and the confidence they will not be lost in a hierarchy. Solve the boring problems.</p><p><span class="gp-num">4.&nbsp;</span><strong>Aim for brain circulation, not just repatriation.</strong> The most valuable thing an expat carries is not their physical presence. It is their network and their playbook, the way they price SaaS, scale enterprise retention, or run a research lab to global benchmarks. Schemes like the VAJRA faculty programme, which lets NRI scientists spend a few months a year inside Indian institutions, capture that value without demanding a full uprooting. Permanent return is a high bar. Circulation is a much lower one, and often just as productive.</p><p><span class="gp-num">5.&nbsp;</span><strong>Do not over-index on returnees versus homegrown talent.</strong> The Saxenian and Wadhwa finding is the guardrail. India's deepest competitive advantage is the size and improving quality of its domestic talent base. Returnees should be welcomed as accelerants, not anointed as a separate, superior class. The countries that win are the ones with a deep domestic ecosystem that the diaspora chooses to plug into, not the ones that outsource their ambition to people with foreign passports.</p><h2>The real headline</h2><p>The trillion-dollar number is not the lesson. It is the receipt.</p><p>Poland's deeper achievement was making itself a place its own people wanted to come back to, and it did that by getting the fundamentals right for thirty years before the return migration ever showed up in the data. The expats are not the cause of the Polish miracle. They are its dividend.</p><p>India has the largest diaspora and the largest remittance flow in the world, which means it holds the largest pool of latent national advantage of any country on earth. But that advantage converts on one condition, the same condition Poland met. The diaspora comes home in numbers, and builds in earnest, when the country becomes worth coming home to for the ordinary talented person, and not only for the one stranded by a visa fee. Build that, and the 35 million will do the rest.</p><div class="gp-sources"><h3>Sources</h3><p>Notes from Poland (GDP milestone, IMF figures, EU convergence, Germany return-migration data); World Bank and IMF World Economic Outlook (Poland GDP and growth); Eurostat (GDP per capita, PPS); European Commission economic forecast for Poland; The Recursive and Tar Heel Capital Pathfinder (Polish startup ecosystem and exits); Euronews (Polish return tax relief); ICMPD (Polish return-migration policy); Reserve Bank of India and India Brand Equity Foundation (FY25 remittances); Ministry of External Affairs (diaspora size); World Bank (global remittance ranking); Observer Research Foundation study by AnnaLee Saxenian and Vivek Wadhwa, reported by Business Standard (the "returnee paradox"); NASSCOM (returnee professionals 2020 to 2024); Deccan Chronicle (NRI startup share and investment); Insights on India and Policy Circle (India reverse-brain-drain schemes and China's Thousand Talents Plan).</p></div>
<p class="gp-disclaimer">This article is for general information and discussion. It is not investment, immigration, or policy advice.</p></div>
</div></div></div></div></div></div></div></div>]]></content:encoded><pubDate>Thu, 18 Jun 2026 11:04:00 +0530</pubDate></item><item><title><![CDATA[5 Surprising Truths About India's Economy in a Radically New World]]></title><link>https://www.gopalpartani.co/blogs/post/5-surprising-truths-about-india-s-economy-in-a-radically-new-world</link><description><![CDATA[<img align="left" hspace="5" src="https://www.gopalpartani.co/SWOT Analysis of India.png"/>By nearly all traditional metrics, India's economy is demonstrating formidable strength. As the world navigates a landscape of fragile growth and geop ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_mg3N2XKuSqaA92ZsUGFXXQ" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_USqFNGkPTjyEIE0DaavbbQ" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_NuMCVJrTRzqoF7Z67h_BNg" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_RCHD_5gwRQKIeQSCiUH2Gw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><p></p><div><div><span></span></div>
<div><div style="text-align:justify;"><span>By nearly all traditional metrics, India's economy is demonstrating formidable strength. As the world navigates a landscape of fragile growth and geopolitical friction, India anticipates a full-year real growth rate of over 7%, solidifying its position as the fastest-growing major economy. Strong domestic demand, contained inflation, and healthy corporate and financial balance sheets—these metrics signal a robust economy successfully expanding its growth frontier.</span></div>
<div style="text-align:justify;"><span>Yet, a puzzling disconnect has emerged, a central paradox highlighted in the Economic Survey 2025-26. Despite this stellar macroeconomic performance, the global system is no longer rewarding this success with expected outcomes like a strong currency or stable capital inflows. The old rules, where strong fundamentals automatically translated into strategic and financial rewards, no longer seem to apply. This article explores the five surprising truths from the Economic Survey that explain this new reality and what it means for India's path forward.</span></div>
<div style="text-align:justify;"><img src="https://www.gopalpartani.co/SWOT%20Analysis%20of%20India.png"></div>
<div style="text-align:justify;"><b>1. The Great Disconnect: A Strong Economy vs. A Weak Rupee</b></div>
<div style="text-align:justify;"><span>There is a striking and counter-intuitive disconnect between India’s robust economic fundamentals and the valuation of its currency. Key indicators are positive: growth is strong, inflation is contained, banks are healthy, and corporate balance sheets are solid. This backdrop, reinforced by policy dynamism, should theoretically support a strong currency. Instead, the Indian rupee is "punching below its weight."</span></div>
<div style="text-align:justify;"><span>This situation is not merely a short-term market fluctuation but a symptom of a larger global shift. It signals that strong macroeconomic performance alone is no longer a sufficient condition for currency stability. The Economic Survey points to an underlying cause: India's "strategic power gap." According to the Australia-based Lowy Institute’s Power Gap Index, India is operating below its full strategic potential. The data is stark: India’s power gap score is -4.0, the lowest in Asia, excluding Russia and North Korea. This factor weighs on its global standing and, consequently, its currency, regardless of domestic economic triumphs.</span></div>
<div style="text-align:justify;"><br></div><div style="text-align:justify;"><b>2. Geopolitics is the New Economics: Why the Global Rules Have Changed</b></div>
<div style="text-align:justify;"><span>The fundamental architecture of the global economy has changed. The old consensus, built on economic efficiency and multilateral rules, has given way to a new era where trade policy is shaped primarily by security and political considerations. The global system is now defined by structural features of "fragility, uncertainty and episodic shocks." It has become less coordinated, more risk-averse, and more exposed to non-linear outcomes with a narrower margin of safety.</span></div>
<div style="text-align:justify;"><span>This shift lies at the heart of India's current challenge. The country's remarkable economic achievements are colliding with a world that plays by a different set of rules. As the Economic Survey starkly puts it:</span></div>
<div style="text-align:justify;"><span>The paradox of 2025 is that India’s strongest macroeconomic performance in decades has collided with a global system that no longer rewards macroeconomic success with currency stability, capital inflows, or strategic insulation.</span></div>
<div style="text-align:justify;"><br></div><div style="text-align:justify;"><b>3. Manufacturing's Hidden Superpower: Why Our Booming Service Sector Isn't Enough</b></div>
<div style="text-align:justify;"><span>India’s service exports have been a massive success story, providing a macro-stabilizing force for the economy. However, the Economic Survey presents a nuanced and surprising argument: a booming service sector, on its own, is not enough to secure durable currency stability and strategic strength. The reason lies in the unique role of manufacturing.</span></div>
<div style="text-align:justify;"><span>A strong manufacturing export sector forces broad, systemic upgrades in a country's "state capacity"—its logistics, fiscal discipline, and institutional quality. In contrast, successful service firms can often bypass weak domestic institutions, allowing these institutional weaknesses to persist even as the sector thrives. Unlike manufacturing, service exports do not impose the same hard fiscal, employment, or logistical constraints on the state to reform and improve. This persistence of institutional weakness ultimately hinders the nation's overall strategic power and its ability to build the foundations for a truly stable and strong currency.</span></div>
<div style="text-align:justify;"><br></div><div style="text-align:justify;"><b>4. A Hidden Risk: How State-Level Spending Could Affect Us All</b></div>
<div style="text-align:justify;"><span>An emerging risk to India’s economic stability is materializing not at the central level, but from the fiscal policies of several states. A rise in "unconditional cash transfers" and "fiscal populism" at the state level is beginning to crowd out essential, growth-enhancing spending like capital expenditure.</span></div>
<div style="text-align:justify;"><span>Crucially, this is no longer a localized issue. Global investors are now assessing India's "general-government finances," which combine the fiscal accounts of both the Centre and the States. This means weak fiscal discipline in states can directly increase the entire country's sovereign borrowing costs. This dynamic is already at play; India’s 10-year bond yield is 6.7%, while Indonesia’s is 6.3%, even though both countries have the same credit rating of BBB. The fiscal priorities of some states are casting a shadow on the nation's overall financial credibility.</span></div>
<div style="text-align:justify;"><br></div><div style="text-align:justify;"><b>5. The Looming AI "Correction"? A Global Risk India Can't Ignore</b></div>
<div style="text-align:justify;"><span>While India's domestic fundamentals are strong, it cannot insulate itself from major global systemic risks. The Economic Survey identifies one such looming threat: the highly leveraged investment boom in Artificial Intelligence infrastructure. This rapid expansion, funded by complex financial instruments, carries hidden risks that could have cascading effects on the real economy.</span></div>
<div style="text-align:justify;"><span>This is not a distant, abstract threat. A report in the&nbsp;</span><i>Financial Times</i><span>&nbsp;highlighted the scale of this hidden leverage, providing a powerful and concrete example of the financial vulnerabilities being created:</span></div>
<div style="text-align:justify;"><span>"Tech companies have moved more than $120bn of data centre spending off their balance sheets using special purpose vehicles funded by Wall Street investors, adding to concerns about the financial risks of their huge bet on artificial intelligence."</span></div>
<div style="text-align:justify;"><span>A correction in this highly leveraged sector could tighten financial conditions globally, trigger widespread risk aversion, and spill over into broader capital markets, creating a shockwave that India would inevitably feel.</span></div>
<div style="text-align:justify;"><br></div><div style="text-align:justify;"><b>Conclusion: Beyond Growth Numbers to Strategic Strength</b></div>
<div style="text-align:justify;"><span>The central message of the Economic Survey 2025-26 is clear: in this new, uncertain, and more hostile global environment, strong domestic growth is a necessary but insufficient condition for success. The old playbook is obsolete. India can no longer just grow; it must build strategic resilience and become indispensable to the world.</span></div>
<div style="text-align:justify;"><span>This requires a new mindset. India must run a "marathon as if it were a sprint," prioritizing shock absorption and building institutional capacity with relentless focus. This means fostering what the survey calls an "entrepreneurial state"—a state that, in the survey's words, "can act before certainty emerges, structures risk rather than avoids it, learns systematically from experimentation, and corrects course without paralysis." As India navigates a world where the old rules no longer apply, the critical question emerges: what does it truly mean for the state, the private sector, and its citizens to align and become indispensable to the world?</span></div>
</div><div><span></span></div></div><p></p></div></div></div></div></div></div></div>]]></content:encoded><pubDate>Sat, 31 Jan 2026 14:40:47 +0530</pubDate></item><item><title><![CDATA[The Hidden Cost of Manual Document Templates: Why Your Time is Bleeding Money]]></title><link>https://www.gopalpartani.co/blogs/post/the-hidden-cost-of-manual-document-templates-why-your-time-is-bleeding-money</link><description><![CDATA[<img align="left" hspace="5" src="https://www.gopalpartani.co/images/pexels-photo-6863254.jpeg"/>&nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp;&nbsp; &nbsp; &nbsp; ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_mFx0JziCROi8pbUc50XOCw" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_wkN0BssZSjmS4Kupe-bKsw" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_hIU7OTksTROA-9d70TWddA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_SrFTyv1zQqOm_DXSvktxdg" data-element-type="heading" class="zpelement zpelem-heading "><style></style><h2 class="zpheading zpheading-align-center zpheading-align-mobile-center zpheading-align-tablet-center " data-editor="true"><span>Last week, I calculated something that shocked me. As a Chartered Accountant, I spend approximately 4-6 hours every week just customizing document templates. Partnership agreements, consulting contracts, NDAs, rental agreements – the list goes on.</span></h2></div>
<div data-element-id="elm_-JYwHxsZTUuuKFuK9uRlxw" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><p></p><div><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><b><span style="font-size:20px;">Here's the math that will make you uncomfortable:</span></b></p><p style="text-align:left;">If you're billing at ₹1,500 per hour (conservative for most CAs), those 6 hours weekly cost you ₹9,000 in potential revenue. That's ₹36,000 per month. Nearly ₹4.32 lakh annually.</p><p style="text-align:left;">But the real cost? It's much higher than you think.</p><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;</span><b><span style="font-size:20px;">The Time Trap We All Fall Into</span></b></p><p style="text-align:left;">Every document creation follows the same painful ritual:</p><ul><li style="text-align:left;">Open the old template file</li><li style="text-align:left;">Save it with a new name (hoping you don't accidentally overwrite the original)</li><li style="text-align:left;">Find and replace client names, dates, addresses</li><li style="text-align:left;">Cross-check every clause to ensure no previous client's details remain</li><li style="text-align:left;">Adjust formatting that inevitably gets messed up</li><li style="text-align:left;">Proofread multiple times because manual changes create errors</li></ul><p style="text-align:left;">What should take 10 minutes stretches to 30 minutes. And that's assuming everything goes smoothly.</p><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp;</span><span style="text-align:center;">&nbsp;&nbsp;</span><b><span style="font-size:20px;">The Hidden Costs You Never Calculate</span></b></p><p style="text-align:left;"><b>1. The Revision Nightmare</b> Client wants to change profit-sharing from 60-40 to 70-30? Back to the document for another 30 minutes of careful editing.</p><p style="text-align:left;"><b>2. The Mistake Tax</b> Remember that partnership deed where you forgot to change one partner's name in clause 7? The embarrassment, the re-printing, the client's questioning look – priceless, right?</p><p style="text-align:left;"><b>3. The Mental Load</b> The constant worry: "Did I change all the names? Did I update all the dates? Is this the latest template version?" This cognitive burden affects your focus on actual value-adding work.</p><p style="text-align:left;"><b>4. The Opportunity Cost</b> While you're busy formatting documents, you could be:</p><ul><li style="text-align:left;">Consulting on complex matters</li><li style="text-align:left;">Building client relationships</li><li style="text-align:left;">Growing your practice</li></ul><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><b><span style="font-size:20px;">The Real Numbers Behind the Pain</span></b></p><p style="text-align:left;">In my practice, I analyzed 3 months of document creation:</p><ul><li style="text-align:left;">12 partnership agreements</li><li style="text-align:left;">30 consulting contracts</li><li style="text-align:left;">21 gift deeds</li><li style="text-align:left;">19 NDAs</li></ul><p style="text-align:left;"><b>Time spent:</b> 60+ hours <b>Potential billing loss:</b> ₹1,50,000 <b>Errors requiring correction:</b> 12 documents <b>Client complaints due to template errors:</b> 3</p><p style="text-align:left;">This doesn't include the stress, the late nights, or the satisfaction you lose from doing repetitive work instead of strategic thinking.</p><p style="text-align:left;"><b>The Industry-Wide Impact</b></p><p style="text-align:left;">If this resonates with you, you're not alone. I've spoken to 50+ CAs and lawyers in the past month. Here's what I found:</p><ul><li style="text-align:left;">78% spend 6+ hours weekly on document customization</li><li style="text-align:left;">65% have made embarrassing template errors</li><li style="text-align:left;">89% wish they had a better solution</li><li style="text-align:left;">34% have lost clients due to document delays or errors</li></ul><p style="text-align:left;"><b>Conservative industry calculation:</b> If 100,000 CAs spend just 6 hours weekly at ₹1,500/hour average billing rate, that's ₹90 crores of productivity lost every week. ₹4,680 crores annually.</p><p style="text-align:left;">That's not just time – that's the GDP of a small country being wasted on copy-paste work.</p><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><b><span style="font-size:20px;">The Question That Changes Everything</span></b></p><p style="text-align:left;">Here's what I asked myself: <b>"What if document creation was as simple as filling out a form?"</b></p><p style="text-align:left;">Imagine opening a template, filling in blanks for client names, dates, terms, and getting a perfectly formatted, error-free document in 2 minutes. No formatting issues. No missed replacements. No version control nightmares.</p><p style="text-align:left;">The 6 hours I currently spend weekly on documents could become 1 hour. That's 5 hours back for actual Chartered Accountancy work.</p><p style="text-align:left;"><b>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;</b><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; </span><span style="text-align:center;">&nbsp;</span><b><span style="font-size:20px;">The Shift in Perspective</span></b></p><p style="text-align:left;">We've normalized this inefficiency because "that's how it's always been done." But in 2025, when we have AI writing emails and automation handling invoicing, why are we still manually editing Word documents like it's 2005?</p><p style="text-align:left;">Your expertise is in financial advisory, tax planning, and business strategy – not in being a glorified copy-paste operator.</p><p style="text-align:left;"><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp; &nbsp;&nbsp;</span><span style="text-align:center;">&nbsp;</span><b><span style="font-size:20px;">Time to Audit Your Own Productivity</span></b></p><p style="text-align:left;">I challenge you to track your time for one week:</p><ul><li style="text-align:left;">How many hours on document customization?</li><li style="text-align:left;">How many errors did manual editing create?</li><li style="text-align:left;">What could you have earned using that time for client advisory?</li><li style="text-align:left;">How much stress did template management add to your day?</li></ul><p style="text-align:left;">The results might surprise you.</p><p style="text-align:left;"><b>Your time is your inventory. Every hour spent on administrative tasks is an hour not invested in growing your expertise and serving clients at your highest level.</b></p><p style="text-align:left;"><i>What's your biggest pain point with document templates? Share in the comments – I'd love to hear how this resonates with your experience.</i></p><i><div style="text-align:left;"><i>P.S. - I'm working on something that might interest you. More on that soon.</i></div></i></div>
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</div></div></div></div></div></div>]]></content:encoded><pubDate>Fri, 30 May 2025 16:34:00 +0530</pubDate></item><item><title><![CDATA[Apple, India, and the “Trump” Factor: Impact of Halting Investment]]></title><link>https://www.gopalpartani.co/blogs/post/apple-india-and-the-trump-factor-impact-of-halting-investment</link><description><![CDATA[<img align="left" hspace="5" src="https://www.gopalpartani.co/images/pexels-photo-3207628.jpeg"/>Trump’s 2025 Statement: Context and Content In mid-May 2025, former U.S. President Donald Trump – during a business forum in Doha – revealed that he pe ]]></description><content:encoded><![CDATA[<div class="zpcontent-container blogpost-container "><div data-element-id="elm_9voToCYfTNSzprlht8EhwA" data-element-type="section" class="zpsection "><style type="text/css"></style><div class="zpcontainer-fluid zpcontainer"><div data-element-id="elm_RYaBqAp7T--sIxwPTq1hcA" data-element-type="row" class="zprow zprow-container zpalign-items- zpjustify-content- " data-equal-column=""><style type="text/css"></style><div data-element-id="elm_he3ltlyDS_ivUirvb6KwTA" data-element-type="column" class="zpelem-col zpcol-12 zpcol-md-12 zpcol-sm-12 zpalign-self- "><style type="text/css"></style><div data-element-id="elm_GvRu5_2bQn-2BON2egVTsA" data-element-type="text" class="zpelement zpelem-text "><style></style><div class="zptext zptext-align-center zptext-align-mobile-center zptext-align-tablet-center " data-editor="true"><p></p><div><p style="text-align:center;"><span style="font-size:32px;color:rgb(0, 49, 105);">Trump’s 2025 Statement: Context and Content</span></p><p style="text-align:left;">In mid-May 2025, former U.S. President Donald Trump – during a business forum in Doha – revealed that he personally pressed Apple CEO Tim Cook to <strong>halt the expansion of iPhone production in India</strong> and to <strong>move those operations to the United States</strong>. Trump’s remarks came against the backdrop of escalating U.S.-China trade tensions. At the time, his administration had threatened <strong>punitive tariffs exceeding 100% on Chinese goods</strong>, raising alarm for companies like Apple that rely heavily on China. Apple had been <strong>fast-tracking a “China+1” strategy</strong> – pivoting some production to India – to hedge against supply disruptions and potential cost increases from those tariffs.</p><p style="text-align:left;">Trump, however, took issue with Apple’s chosen alternative. <strong>“I said to [Tim Cook], Tim, you’re my friend… But now I hear you’re building all over India. I don’t want you building in India,”</strong> Trump recounted, underscoring that Apple should build in the U.S. instead. He noted that <strong>India has been a high-tariff market</strong> – “one of the highest tariff nations in the world,” as he described – but claimed India had offered the U.S. a trade deal with <em>“basically no tariff”</em> on American goods. Despite acknowledging that India is “doing very well” economically, Trump bluntly stated, <strong>“We’re not interested in you building in India… We want you to build here [in the U.S.]. India can take care of themselves”.</strong></p><p style="text-align:left;">This extraordinary public statement put Apple in a delicate position. Just weeks earlier on May 2, 2025, Tim Cook had told investors that <strong>a majority of iPhones sold in the U.S. that quarter would have India as their country of origin</strong> – a clear sign of Apple’s accelerating shift of production to Indian factories. Reports even suggested Apple aimed to <strong>eventually assemble <em>all</em> iPhones for the U.S. market in India</strong> to sidestep Chinese tariffs and geopolitical risk. Trump’s message essentially ran <em>directly counter</em> to that plan.</p><h2 style="text-align:center;">Apple’s Investment and Manufacturing Footprint in India</h2><p style="text-align:left;">Apple’s presence in India has grown from a minimal base in 2017 to a sprawling network of contract manufacturers and partners by 2025. Below is an overview of <strong>major Apple-linked facilities in India</strong> – both operational and in the pipeline – as of 2025:<img src="https://www.gopalpartani.co/image.png" style="text-align:center;"></p><div></div>
<table style="text-align:left;"><thead><tr><th><strong></strong></th></tr></thead></table><br></div>
<p style="text-align:left;"><em>Table:</em><strong>Apple’s Manufacturing &amp; Investment Presence in India (as of 2025).</strong> Apple’s three main contract manufacturers – <strong>Foxconn</strong>, <strong>Pegatron</strong>, and <strong>Wistron (Tata)</strong> – each established iPhone assembly operations in India, with new facilities coming online in 2024–25. India has become a production base not just for local sales but for <strong>exporting iPhones globally</strong>, including to the U.S. market.</p><p style="text-align:left;">Apple’s India strategy has been driven by both <strong>market potential</strong> and <strong>supply chain diversification</strong>. India’s massive population represents a significant growth market for Apple, and local manufacturing also helps Apple meet India’s import tariff rules and qualify for government incentives (like the <strong>Production-Linked Incentive (PLI)</strong> scheme). By 2023, Apple’s India-manufactured iPhones were estimated at 5–7% of its total output. The Indian government optimistically claimed Apple was targeting up to <strong>25% of its production in India</strong> in the coming years. Indeed, analysts projected India would supply <strong>20–25% of all iPhones by 2024</strong> (up from ~12–14% in 2023), thanks to the rapid scaling of factories.</p><p style="text-align:left;">Leading into 2025, Apple and its partners announced a flurry of new investments. Foxconn’s $2.6B Bangalore iPhone campus and Tata’s expanding role (taking over plants from Wistron and Pegatron) illustrate Apple’s intent to make India a <strong>major manufacturing hub</strong>. Apple reportedly hit <strong>$22&nbsp;billion in production value in India in FY2025</strong> alone, and in March 2025 Apple shipped a record <strong>$2&nbsp;billion worth of iPhones from India to the U.S.</strong> in anticipation of possible tariffs. All this underscores that Apple was <em>doubling down</em> on India – until Trump’s intervention introduced new uncertainty.</p><h2 style="text-align:center;">Potential Impact on Apple’s India Plans After Trump’s Call</h2><p style="text-align:left;">Trump’s admonition raised questions about whether Apple would <strong>scale back or delay its India expansion</strong> to placate U.S. political concerns. Early signals suggest Apple is being cautious but not reversing course:</p><ul><li><p style="text-align:left;"><strong>Temporary Review of U.S.-Bound Production:</strong> Following Trump’s comments and an unexpected <em>U.S.-China “tariff truce”</em>, Apple began <em>reassessing the speed</em> of its shift of U.S.-destined iPhone production to India. According to Indian media sources, Apple put its dedicated “India for U.S.” strategy <strong>“under review” pending clarity on geopolitical and tariff conditions</strong>. In other words, Apple may <em>temporarily pause</em> the plan to move <em>all</em> U.S. iPhone assembly to India while the tariff situation evolves. An industry source noted, “We will take a breather before embarking on any mega production expansion plans in India for U.S. supply”.</p></li><li><p style="text-align:left;"><strong>Reassurance of Ongoing Investment:</strong> At the same time, Apple has privately <strong>assured the Indian government that its broader investment plans remain intact</strong>. Indian officials reached out to Apple soon after Trump’s remarks, and Apple executives reiterated that India will continue to be a “major manufacturing base” for Apple’s products. <strong>“There is no change in Apple’s investment plans in India,”</strong> government sources told the press, emphasizing that Apple’s commitments via Foxconn, Tata, and others will proceed despite the political noise.</p></li><li><p style="text-align:left;"><strong>Diversification vs. Localization Dilemma:</strong> Apple now faces a strategic balancing act. <strong>On one hand,</strong> accelerating Indian production was a response to tariff threats on China; with tariffs on Chinese imports temporarily eased (or excluded for electronics), Apple might feel less urgency to relocate production. <strong>On the other hand,</strong> Trump’s clear preference for U.S.-based manufacturing puts Apple under political pressure. Apple may choose to <strong>slow-roll further capacity increases in India intended for U.S. consumption</strong>, to avoid provoking policy retaliation (for instance, Trump could consider tariffs on imports from India if displeased – a scenario Apple wants to avoid). However, Apple is unlikely to abandon its multi-year India investments outright, given the substantial sunk costs and long-term supply chain goals.</p></li></ul><p style="text-align:left;">In short, Apple appears to be <strong>treading carefully</strong>: continuing its India expansion (especially for global and Indian-market production) but quietly delaying any dramatic shifts of U.S. supply until there’s more certainty on U.S. trade policy. Tim Cook’s promise that India would be central to Apple’s production remains, but timelines may extend. Any <strong>scaling back or delay</strong> in Apple’s India strategy could carry significant economic implications for India.</p><h2 style="text-align:center;">Economic Implications for India if Apple Scales Back Investment</h2><p style="text-align:left;">If Apple were to halt or significantly scale back its investments in India, the ripple effects on India’s economy – particularly in the electronics manufacturing sector – would be substantial. Key areas of impact include:</p><ul><li><p style="text-align:left;"><strong>Job Creation and Employment:</strong> Apple’s contract manufacturers have become large employers in India. For example, Foxconn’s upcoming Bengaluru iPhone campus alone is expected to create <strong>around 50,000 jobs at full capacity</strong> by 2027. Tata’s takeover of Wistron and Pegatron plants preserved or expanded jobs (Pegatron’s Chennai factory has ~10,000 workers). In total, Apple’s India supply chain (Foxconn, Tata, Pegatron, etc.) likely accounts for tens of thousands of direct factory jobs, plus additional jobs in logistics, construction, and support services. A pullback by Apple would jeopardize these <strong>future job opportunities</strong>. For instance, plans to ramp up from ~17,000 to much higher numbers at Foxconn’s Chennai site or to hire tens of thousands in new facilities might be stalled. The loss isn’t just the <em>raw number</em> of jobs, but also the quality – these manufacturing roles provide stable incomes (often for semi-skilled women workers, as at Foxconn Sriperumbudur) and help upskill the workforce in high-tech assembly. Reduced Apple engagement could slow the growth of electronics-sector employment in India.</p></li><li><p style="text-align:left;"><strong>Manufacturing Ecosystem and Supply Chain Growth:</strong> Apple’s investments serve as an anchor for developing a broader electronics supply chain in India. When Apple builds iPhones locally, a network of component suppliers – for camera modules, chips, circuit boards, casings, etc. – tends to grow around the assembly plants. Indeed, Apple’s presence has already drawn some supplier activity (for instance, Foxconn’s new <strong>$433&nbsp;million semiconductor component plant</strong> was approved in 2025 to support local production). If Apple scales back, <strong>fewer global suppliers will invest in India</strong>, stunting the country’s ambition to become an electronics manufacturing hub. Local firms that might have benefitted from partnerships or knowledge transfer could miss out. Over time, this could keep India stuck importing key components instead of making them domestically, undermining the “Make in India” and <em>Atmanirbhar Bharat</em> (self-reliant India) initiatives. In contrast, Apple continuing on course was expected to raise India’s share of iPhone production to 20–25% and stimulate a self-sustaining ecosystem. Losing that momentum could cede ground to other countries in the race to host Apple’s supply chain.</p></li><li><p style="text-align:left;"><strong>Tax Revenues and Trade Balance:</strong> In the short run, if Apple cuts back Indian production, the Indian government might actually collect <em>more</em> in import duties (since more iPhones would be imported rather than assembled duty-free). However, this is a double-edged sword. <strong>High import tariffs</strong> on finished phones (around 20%) mean <strong>costlier iPhones for Indian consumers</strong>, potentially dampening sales and <strong>GST/VAT revenues</strong> from those sales. More importantly, local manufacturing leads to corporate income taxes and payroll taxes that far outweigh import duties in the long term. Foxconn, Pegatron/Tata and others would eventually pay taxes on profits from India operations (many received tax breaks initially, but not indefinitely), and their thousands of employees pay income tax and spend wages in the local economy. Those future tax contributions would be lost or delayed if the factories don’t ramp up. Additionally, Apple’s India factories have rapidly become major exporters – Apple was on track to export <strong>$8–10&nbsp;billion+ of iPhones from India in 2025</strong>, up from $5 billion the previous year, according to industry estimates. Exports boost India’s <strong>trade balance</strong> and bring in foreign exchange. If Apple halts investment, the expected export surge might stall, thereby <strong>worsening the trade deficit</strong> (India would import more smartphones and export fewer). Overall, while India might gain some tariff revenue from increased imports, it would lose far more in broader economic value from curtailed local production.</p></li><li><p style="text-align:left;"><strong>Tariffs and Market Prices:</strong> Trump’s statement highlighted India’s high tariffs and implied a deal for zero tariffs, but currently India uses import duties as a lever to encourage local production. If Apple doesn’t manufacture certain models in India, those models face steep import duties, making them significantly pricier in India. This can <strong>suppress consumer demand</strong> or push Apple to absorb costs, affecting its India business viability. Conversely, Apple’s local manufacturing has allowed it to launch new iPhone models in India at prices closer to global levels (avoiding the duty markup). Should Apple scale back, <strong>Indian consumers could see higher prices or delayed availability</strong> for Apple products. Furthermore, part of Apple’s rationale to assemble in India was to eventually mitigate tariffs elsewhere – for instance, avoiding U.S. tariffs on China-made devices by exporting from India. If that plan is scrapped, Apple could be more exposed to <strong>tariffs in Western markets</strong> as well, which indirectly affects India: a tariff on China-origin iPhones would have made India a more attractive source, potentially increasing Indian export production. Without it, India loses that advantage.</p></li><li><p style="text-align:left;"><strong>Local Skill Development and Technology Transfer:</strong> Major projects like Apple’s bring advanced manufacturing techniques, worker training, and stringent quality controls – effectively transferring know-how to India’s industrial workforce. Over time this can elevate the <strong>technological capability</strong> of India’s manufacturing sector (for example, Indian engineers and managers learning Apple’s processes). If Apple’s expansion stops, this <strong>skill and technology infusion</strong> slows down. India would miss the opportunity to become proficient in producing cutting-edge electronics at scale, a capability that could spill over to other industries (e.g., automotive electronics or telecom equipment). There’s also an <em>opportunity cost</em> in terms of global credibility – Apple’s success in India would signal to other high-tech firms that India is a viable production base. A reversal might make other companies hesitant, thinking if Apple couldn’t fully commit, perhaps the environment isn’t ready.</p></li></ul><p style="text-align:left;">In summary, Apple scaling back would mean <strong>fewer jobs, less technology investment, lower export growth, and a setback to India’s manufacturing ambitions</strong>. The government would lose a marquee success story for its economic policies. It could also be politically sensitive domestically – Apple’s growing presence has been touted as a win for India’s attractiveness; any withdrawal might be viewed as a policy failure or could discourage other multinationals.</p><h2 style="text-align:center;">Disruption to Apple’s Global Supply Chain &amp; China Diversification</h2><p style="text-align:left;">For Apple, Trump’s directive complicates a carefully laid global operations strategy. Apple has been trying to <strong>diversify its supply chain away from China</strong>, which as of 2022 still produced the vast majority of iPhones (over 200 million units a year). India was emerging as the most significant alternative production base, alongside smaller moves into Vietnam and other countries. A sharp pivot away from India (to satisfy U.S. political demands) could disrupt Apple’s global manufacturing in several ways:</p><ul><li><p style="text-align:left;"><strong>Continued Overdependence on China:</strong> Pulling back from India would likely keep Apple heavily reliant on its Chinese manufacturing hubs. This runs counter to risk mitigation efforts. Apple’s dependence on China has been highlighted by events like China’s COVID-19 lockdowns (which <em>“badly disrupted”</em> supply chains in 2020–21) and by geopolitical risks (e.g. tensions over Taiwan). Apple’s internal goal reportedly was to shift up to <strong>50% of iPhone production out of China</strong> in the coming years. Without India absorbing a large share of that production, this goal becomes far more difficult. Apple would remain <strong>exposed to a single point of failure</strong> – any manufacturing halt in China (whether due to pandemic, trade war escalation, or even conflict) could leave Apple unable to meet global demand. In essence, sidelining India keeps Apple <strong>“all eggs in one basket”</strong> when it comes to its most critical product supply line.</p></li><li><p style="text-align:left;"><strong>Supply Chain Reorientation Challenges:</strong> If not India, where else? Apple’s alternatives for large-scale production are limited. <strong>Vietnam</strong> has gained some of Apple’s business (AirPods, iPads and components are assembled there), but Vietnam’s population and workforce are a fraction of India’s. It cannot single-handedly accommodate tens of millions of iPhones per year. <strong>Mexico</strong> or other Western hemisphere sites have been floated for final assembly, but they currently lack the established electronics clusters and would still rely on shipping components from Asia. <strong>U.S. manufacturing</strong> of iPhones, which Trump advocates, faces steep challenges: higher labor costs, the need to import nearly all components (since the component ecosystem is Asia-centric), and factory automation that is not yet advanced enough to offset cost differences. Apple did pledge to invest in the U.S. – e.g., a new $<strong>20 billion</strong> expansion of chip manufacturing and a server assembly facility in Texas/Houston as part of a $500&nbsp;billion U.S. investment plan – but producing <em>hundreds of millions of iPhones</em> domestically would require a complete supply chain rebuild. In the short term, there is <strong>no ready substitute</strong> if India is deemphasized; Apple would be stuck leaning on China and a handful of smaller sites, potentially leading to <strong>bottlenecks and higher costs</strong>.</p></li><li><p style="text-align:left;"><strong>Higher Costs and Prices:</strong> One driving force for Apple’s diversification was cost and tariff avoidance. <strong>Manufacturing in India comes with higher unit costs than China</strong> (wages in India’s tech factories are rising, and productivity is still catching up), but those costs could be justified if Chinese tariffs made China more expensive. If Apple must instead localize to the U.S., costs would be even higher than India’s. American assembly workers earn multiples of their Indian counterparts, and Apple would likely have to invest billions in automation to even attempt U.S. iPhone production. The net effect could be a significant increase in <strong>production costs per unit</strong>, potentially forcing Apple to either compress its profit margins or raise iPhone prices globally. Apple’s supply chain mastery has always been about finding the most efficient locations for each part of production; a politically driven supply chain (favoring U.S. assembly) runs against that grain and could <strong>erode Apple’s cost competitiveness</strong>. In a worst-case scenario, if tariffs hit imports from China <em>and</em> India, Apple might have to pass on a large cost increase to consumers – risking demand, especially in price-sensitive markets.</p></li><li><p style="text-align:left;"><strong>Timing and Innovation Pipeline:</strong> Apple refreshes its key products (like iPhones) on a strict annual cycle. Major shifts in supply chain require long lead times (factory construction, worker training, trial production runs). Apple had already begun that process in India – e.g. training thousands of workers to assemble the latest iPhone models and working with local authorities to improve infrastructure. If that momentum is lost, Apple could face <strong>delays in product rollout</strong> if it needs to reallocate production hurriedly in the future. For example, if a new iPhone model was supposed to have, say, 20% of units made in India, but that plan changes last-minute due to political pressure, Apple might scramble to ramp up additional lines in China or elsewhere, which could risk product shortages or quality control issues. A less diversified supply chain is also <strong>less resilient</strong>; Apple’s operations team would have fewer fallback options if one country’s production has an issue (whether political or natural disaster, etc.).</p></li></ul><p style="text-align:left;">Ultimately, <strong>Apple’s efforts to reduce dependency on China and de-risk its supply chain could be significantly set back</strong>. While the company will not abandon diversification entirely (Vietnam, for instance, will still produce certain products), losing India as a key pillar means Apple’s supply chain remains heavily Asia-centric, with geopolitical risk largely unabated. This could worry Apple’s investors and partners – in fact, Apple’s stock had already been under pressure in 2025 amidst these tariff and relocation concerns (shares were down ~15% year-to-date by mid-May 2025), reflecting how critical supply chain decisions are to the company’s outlook.</p><h2 style="text-align:center;">India’s Possible Countermeasures and Mitigation Strategies</h2><p style="text-align:left;">The Indian government is keenly aware of what’s at stake and would likely take steps to <strong>mitigate the impact</strong> if Apple’s engagement slows. Some possible countermeasures India could implement include:</p><ul><li><p style="text-align:left;"><strong>Enhanced Economic Incentives:</strong> India could sweeten the deal further for Apple and its suppliers to continue investing. This might involve expanding the <strong>Production-Linked Incentive (PLI)</strong> scheme – for example, increasing the subsidy for higher volumes of phones produced locally or extending the duration of incentives to give Apple more financial reasons to stick with India. The government could also offer <strong>tax breaks, import duty waivers on certain components</strong>, or faster depreciation benefits for capital equipment to reduce Apple’s cost of manufacturing in India. Essentially, India may try to offset any cost differential between making iPhones in India vs. in the US. State governments (like Karnataka and Tamil Nadu) have already given generous packages (for instance, Karnataka approved roughly <strong>₹6,970 crore (~$840&nbsp;million) in incentives</strong> for Foxconn’s new plant) – these could be topped up or new packages offered for future projects (such as semiconductor assembly, display fabrication, etc.). By making India’s proposition more financially attractive, the government can bolster Apple’s resolve to stay the course.</p></li><li><p style="text-align:left;"><strong>Trade and Tariff Diplomacy:</strong> Given Trump’s focus on tariffs, India might engage in diplomatic negotiations to diffuse that issue. One approach could be to <strong>offer some concession on import tariffs for U.S. goods</strong>, addressing Trump’s complaint about market access. If India indeed floated a “zero tariff” deal as Trump claimed, India could pursue a limited trade agreement with the U.S. that lowers tariffs on select American exports in exchange for recognition of Indian manufacturing. Additionally, India could lobby for <strong>Apple’s India-made devices to be exempt from any future U.S. device tariffs</strong>. By highlighting that Apple’s India production uses some U.S.-made components and creates value for both countries (e.g., Apple’s Houston facility making server hardware, design work done in California, etc.), India can make the case that <strong>Apple’s India expansion is not against U.S. interests</strong>. High-level dialogues (perhaps at a U.S.-India trade forum) could be initiated to ensure that policies like PLI (which Trump might view as subsidizing Apple abroad) are understood in context and to prevent any tariff retaliation against India-made electronics.</p></li><li><p style="text-align:left;"><strong>Policy Reforms to Boost Competitiveness:</strong> India can double down on improving the overall business environment for manufacturing. This includes <strong>infrastructure upgrades</strong> (better power supply, logistics connectivity to ports/airports, etc. in manufacturing corridors), and <strong>labor reforms</strong> to allow more flexible scaling of workforce with proper worker protections. Some reforms are already in motion, but the government could accelerate efforts to cut red tape – e.g., single-window clearances for all permissions needed by Apple suppliers, more robust IP protection and contract enforcement to reassure foreign investors. By lowering the <em>operational frictions and costs</em> in India, these measures would increase the country’s attractiveness regardless of political pressure. The goal would be to make India’s advantage so compelling (in terms of efficiency and market access) that Apple’s cost-benefit analysis still favors growth here. <strong>Speed and predictability</strong> in policy will be key – if Apple sees that India can swiftly adapt and support their needs (like swiftly allocating land for expansion or resolving customs bottlenecks for parts import), it will be more confident continuing to invest.</p></li><li><p style="text-align:left;"><strong>Diversification of Tech Partnerships:</strong> In case Apple does scale back, India will seek to fill the gap by courting other global tech giants and expanding existing partnerships:</p><ul><li><p style="text-align:left;"><strong>Other Device Manufacturers:</strong> India has already attracted Samsung (which manufactures a large volume of smartphones locally) and is encouraging Google to assemble Pixel phones in India. These efforts can be ramped up, with incentives for other consumer electronics firms (e.g., <strong>Dell/HP for laptops, Cisco for networking gear, etc.</strong>) to set up plants. Recently, Google began making Pixel phones in India and could scale that with government support. Similarly, <strong>domestic brands</strong> (like Lava, Micromax) can be supported under PLI to expand and maybe capture some export markets, partially compensating for any lost Apple volume.</p></li><li><p style="text-align:left;"><strong>Deeper Supply Chain Integration:</strong> India can focus on attracting the <strong>component ecosystem</strong> – chip packaging and testing (OSAT) units, display module assembly, etc. Even if final assembly of iPhones faces headwinds, getting key component suppliers (perhaps ones serving multiple clients, not just Apple) to locate in India will strengthen the electronics industry. For example, India might renew talks with semiconductor consortiums or display manufacturers (like <strong>Samsung Display or LG</strong> for an OLED plant, or <strong>TSMC</strong>/Intel for chip fabs, though very ambitious) offering subsidy packages that have recently been enhanced.</p></li><li><p style="text-align:left;"><strong>Leverage Tata and Indian Firms:</strong> The Tata Group’s deepening role as an Apple supplier shows Indian firms can climb the value chain. The government could incentivize more such <strong>joint ventures</strong> or acquisitions – for instance, enabling Tata or others to partner with firms like <strong>Foxconn</strong> on non-Apple projects (such as electric vehicle electronics, which Foxconn has interest in) or to supply other brands. If Apple’s direct involvement wanes, India can still utilize the know-how gained by Tata, Foxconn, etc. to serve other clients. In essence, <strong>diversify the customer base</strong> of India’s electronics manufacturing beyond Apple, so the sector isn’t overly dependent on one company’s strategy. This might involve courting companies like <strong>Xiaomi, Oppo, and other smartphone makers</strong> to use India as an export base (though geopolitical issues with Chinese firms exist), or aiming for production of other high-demand electronics (like telecom gear for 5G, IoT devices, etc., possibly with European or American firms).</p></li><li><p style="text-align:left;"><strong>Emerging Technologies:</strong> India could also position itself in emerging tech manufacturing – for example, encouraging Apple to manufacture its upcoming AR/VR devices or Apple Watch in India, or if Apple is reluctant, woo competitors’ projects (Meta’s VR devices, etc.). Another area is <strong>electric vehicles and batteries</strong> – leveraging companies like Foxconn (which has EV ambitions) to invest in EV component plants in India. By broadening the scope of tech manufacturing beyond just smartphones, India can reduce the impact if any one product line (iPhones) slows down.</p></li></ul></li><li><p style="text-align:left;"><strong>Strengthening Bilateral Ties and Communication:</strong> Lastly, India can use diplomatic channels to <strong>ensure continuous communication with Apple’s leadership and the U.S. administration</strong>. When Trump’s comments arose, Indian officials promptly engaged Apple executives and received assurances. Going forward, maintaining a close dialogue will help preempt issues. For example, if Apple feels caught between U.S. and India expectations, a three-way understanding (U.S. officials, Indian officials, Apple) could be sought whereby Apple’s India operations are seen as a net positive for all. India might highlight that Apple’s investments are also creating jobs in the U.S. (through ancillary needs like machinery, software services, etc.) and that a strong Apple is good for both economies. Proactive diplomacy could mitigate the chances of sudden policy moves blindsiding Apple’s plans. In essence, India would aim to <strong>align its interests with Apple’s and the U.S.’s</strong>, so that Apple doesn’t have to choose one over the other.</p></li></ul><p style="text-align:left;">In conclusion, India has both the <strong>motivation and the tools</strong> to respond to any slowdown by Apple. By making production in India as attractive and low-risk as possible, offering diplomatic solutions on trade issues, and broadening the tech manufacturing landscape, India can cushion itself against the worst-case scenario of Apple significantly curtailing its presence. Indeed, early indications show India “downplayed” Trump’s critique and remains confident that Apple will continue seeing India as indispensable. The coming months will test that resolve.</p><h2 style="text-align:center;"><strong>Conclusion</strong></h2><p style="text-align:left;">Donald Trump’s May 2025 exhortation for Apple to “build in America, not India” highlighted the geopolitical cross-pressures on Apple’s supply chain choices. The statement’s immediate context – looming U.S.-China tariffs and Apple’s shifting of iPhone production to India – underscores how deeply intertwined trade policy and corporate strategy have become. For Apple, India represents both an emerging market and a manufacturing safe haven to reduce reliance on China. For India, Apple’s investment is a cornerstone of its economic development in electronics.</p><p style="text-align:left;">If Apple were to heed Trump’s call in any significant way, it would reverberate through India’s economy: thousands of jobs and billions in planned investment would hang in the balance, and India’s dreams of high-tech manufacturing prominence would face a setback. Apple itself would risk entrenching its dependency on China and raising its cost base, at odds with its long-term interests.</p><p style="text-align:left;">However, thus far Apple appears committed to <em>not</em> letting short-term political pressure derail its India strategy – a strategy born out of hard lessons from supply chain disruptions and the need for diversification. India, for its part, is poised to do what it takes to keep Apple and other tech manufacturers on side, from offering incentives to negotiating at the highest levels of government.</p><p style="text-align:left;"><strong>The economic implications for India</strong> – in jobs, tax revenues, supply chain growth, and technological advancement – are simply too significant to forfeit. And <strong>for Apple’s global strategy</strong>, the diversification to India plays a critical role in maintaining resilience against geopolitical shocks. Therefore, barring a dramatic shift, one can expect Apple to continue (perhaps more quietly) expanding in India, even as it increases U.S. investments to mollify political concerns. India will likely respond by making itself even more hospitable to Apple and peers. In the delicate global dance of supply chains and politics, Apple and India have strong mutual interests – something even a Trump-sized intervention may slow but not easily stop.</p><p style="text-align:left;"><strong>Sources:</strong></p><ul><li><p style="text-align:left;">Reuters – New Delhi (Apr &amp; Nov 2025): Apple accelerating India production amid U.S.-China tariffs; Foxconn/Tata investment details.</p></li><li><p style="text-align:left;">Investopedia News (May 15, 2025): Coverage of Trump’s remarks to Tim Cook in Doha.</p></li><li><p style="text-align:left;">Press Trust of India via <em>Outlook Business</em> (May 15, 2025): Indian officials’ response and Trump quotes on India being high-tariff.</p></li><li><p style="text-align:left;"><em>Times of India</em> (May 16, 2025): Apple reviewing scale-up for U.S. market after tariff truce; Cook’s pledge that majority of U.S. iPhones to be India-made.</p></li><li><p style="text-align:left;"><em>Business Today</em> (May 15, 2025): Apple’s reaffirmation of India plans; production value and export surge.</p></li><li><p style="text-align:left;"><em>India Today</em> (Apr 30, 2025): Summary of new Tata and Foxconn plants and capacities (iPhone 16 production, 50k jobs); Mark Gurman on Apple moving all U.S. iPhone assembly to India.</p></li><li><p style="text-align:left;"><em>TIME Magazine</em> (Oct 2023): Insight into Foxconn’s Chennai factory workforce and Apple’s China diversification rationale.</p></li><li><p style="text-align:left;">Reuters – New Delhi (Jan 2023): Indian minister Piyush Goyal on Apple targeting 25% production from India.</p></li><li><p style="text-align:left;">Business Standard/Reuters (Nov 2024): Tata’s acquisition of Pegatron India plant and Apple’s ~20% global supply from India.</p></li></ul><p></p></div>
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