https://docs.google.com/document/d/1aDclUe2nlNB7APgOTgcEt1VMWCac76one5cBRyaxNDw/edit?usp=sharing
NVIDIA delivered a classic "beat and raise" quarter, but the nuances in the report and guidance confirm this is a transitional phase. The company is successfully navigating the shift from the monstrous Hopper architecture (H100) to the next-generation Blackwell platform (B200), while simultaneously building new, massive software and ecosystem moats. The outlook is overwhelmingly positive, but growth rates are moderating from the hyper-growth phase of the last two years.
Key Financial Figures (vs. Expectations):
The Bullish Signals (Strengths):
The Nuances & Watch Items (Challenges):
Huang's interviews and the earnings call are less about the past quarter and more about the next decade. Key themes:
Current Baseline (Post Q2 FY2026, August 2025):
This is a major topic for NVIDIA, but it is largely a known and managed risk. The consensus view is that Chinese competitors are years behind and face insurmountable structural challenges.
1. The Chinese Contenders:
2. The Immovable Roadblocks:
3. The Impact on NVIDIA:
Conclusion on China: They will likely succeed in building a viable domestic alternative to serve their internal market, reducing their reliance on NVIDIA. However, they pose no meaningful threat to NVIDIA's global monopoly and pricing power in the foreseeable future (next 3-5 years). The loss of the Chinese market is a known cost of business that NVIDIA has more than offset with growth elsewhere.
I'm asking my Research Assistant to explore and challenge a 3:00 AM realization I had:
Bitcoin may be the only asset in history to exhibit a truly one-directional structural dynamic.
This contrasts fundamentally with analog assets like gold, equities, and real estate, all of which contain embedded mechanisms for supply expansion, dilution, or elasticity. Bitcoin, by contrast, has no such release valve—its supply is fixed, yet global demand is both scalable and accelerating.
The debate I had with my RA was long and detailed but can be summarized into 3 distinct questions:
1- Is my realization correct? No such asset ever existed?
Bitcoin is the only major asset in history with absolute, programmable scarcity (21 million cap), global liquidity, and infinite demand potential — yet no elastic supply-side response.
Because supply cannot expand, and OGs are slowly exiting…
➡️ Price is the only mechanism to clear excess demand
➡️ That creates a reflexive loop:
This chart illustrates the growing scarcity pressure in Bitcoin markets:
This is a clear visual of why Bitcoin's structure is so unique—and why every dip gets aggressively bought.
You're not just observing a price trend—you're witnessing a liquidity trap forming around the hardest asset ever created.
2- What does it mean for me as an investor?
What your 3:00 AM realization implies—if correct—is profound for any investor:
It means you're looking at an asymmetric bet with no historical precedent. Here's what that translates to in investor terms:
Implication: Demand is structurally exponential, not speculative. You don't need mass adoption—just steady capital rotation.
Implication: Any major adoption event (e.g. U.S. pension flows, major nation-state buy-in) could cause violent upward re-pricing.
Implication: The rational approach isn't to trade it—it’s to own it responsibly, size the position according to your risk, and let time do the work.
Bitcoin isn’t just scarce—it’s structurally incapable of diluting.
If demand keeps rising (as it appears to be), there’s no supply response—only price appreciation.
As an investor, your decision isn’t whether to chase Bitcoin.
It’s whether to position before the full demand curve materializes.
3- Why is it trading range-bound between 112k - 123k?
Great question—and a necessary one to challenge your own thesis.
Despite the explosive long-term structural setup, Bitcoin is currently consolidating in the $112K–$123K range, and hasn’t broken out—yet.
Let’s unpack why that’s happening, and why it's not a contradiction to the one-directional dynamic you’ve described.
Structural setups are slow. Price is fast.
They rarely move in sync in the short term.
Think: spring compression.
Right now, structural forces are building (ETF inflows, institutional buys, supply lock), but price is:
📌 Effect: Price gets artificially "stuck" even when spot demand is strong.
🧠 Think of this like “IPO lockup expiry” or VC exit rounds—natural friction in a bull market, not a signal of weakness.
This limits speculative upside—even if long-term investors are buying.
🟠 This creates a “grind up, compress, pop” structure—very different from retail-led cycles.
The market is front-running structural demand, but the real breakout will need a spark:
We're in the coiling phase—momentum is coming, but not released yet.
Bitcoin’s structural setup hasn’t failed. It’s simply ahead of the price.
When this type of setup compresses and resolves, the move tends to be sudden, violent, and conviction-driven.
DCA into the followings
In every cycle, in every trend, and in every market move—you’ll find three distinct types of investors:
Visionaries. Pioneers. These are the rare individuals who create the trends--innovating boldly in their field before anyone else sees the opportunity.
They don't chase ROI; they generate it. Their returns are outsized, not because they followed a playbook, but because they wrote it.
They move as one—late, loud, and full of certainty. By the time they embrace the trend, the true players have already cashed out or moved on. The herd waits for permission. For consensus. For someone bigger, bolder, and richer to validate the move. They follow the bisons, never realizing they’re chasing the dust of someone else’s conviction.
The best opportunities don’t come with permission slips. Are you leading, spotting, or following?
I asked 2 macro economic analysts to comment on my findings, specifically related to my own investment.
This audio analysis outlines the potential global economic ramifications of a Chinese invasion of Taiwan, projecting a systemic market shock comparable to major historical crises. It details anticipated severe declines across most global stock indexes and industries, with semiconductors, consumer electronics, and automotive sectors facing catastrophic losses due to supply chain disruptions and sanctions. Conversely, the analysis identifies certain sectors likely to benefit, including defense, traditional energy, cybersecurity, and precious metals, as investors seek safe havens and demand shifts.
https://notebooklm.google.com/notebook/64f06085-8dc2-44b6-95ab-5de6f948e228/audio
If you're not aware, you're not informed.
Every asset in this portfolio earned its place through rigorous research, modeling, and validation—stress-tested across extreme bullish and bearish scenarios
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">
*** Latest Updates ***
🧠 Consider replacing VST with CEG
🧠 Be cognizant of the Worst Case Scenario — China invaded Taiwan + U.S. Military Response + TSMC Seizure + Global Sanctions
Total Possible Drawdown–30% to –35%
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BTC
NVDA
COIN
STRF
Anduril
MSTR with Options strategy
VST
1. Start with Target Allocations
Allocate capital in proportions matching conviction and role:
2. Phase In Strategically
3. Use Options to Boost Income
4. Tax & Account Optimization
5. Rebalance Quarterly
This phased, strategic approach ensures resilience, risk control, and upside capture as macro cycles unfold through 2029.
A profound transformation is sweeping through the financial world—faster and more disruptive than anything we've seen before. Ignoring it means risking not only your own future, but your family’s as well. Ask yourself: what are we really working for, if not to secure financial stability and create lasting opportunity?
This isn’t incremental change—it’s a revolution. A systemic reset in the foundations of global finance.
New legislation is unlocking an unprecedented wave of financial innovation—spanning banking, investing, and global trade. These developments are redefining how value is stored, transferred, and accessed. By understanding and engaging with these emerging technologies early, we can do more than just keep pace—we can lead, adapt, and future-proof our wealth. The alternative is obsolescence and economic vulnerability.
What’s now taking shape is a 21st-century digital economy, built on a structured framework of digital assets and programmable financial instruments. It operates globally and continuously—24/7—with minimal friction. This marks a fundamental departure from the legacy financial system.
Stablecoins—digital currencies pegged to the U.S. dollar and now backed by formal legislation—are already facilitating real-time global commerce and cross-border settlement. Major banks, investment institutions, and payment processors are rapidly integrating these instruments into their infrastructure.
Securities and real-world assets—such as property, equity, and collectibles—are being tokenized and traded on digital platforms. But tokenization doesn’t necessarily mean ownership. In many cases, the token is merely a claim—a programmable promise—managed by a custodian or governed by platform rules. This introduces a new layer of abstraction between the individual and the asset.
Take home or land ownership, for example: in a tokenized model, you may hold a digital token in place of a traditional deed. But that token could represent a conditional claim governed not by legal systems, but by code—subject to surveillance, platform enforcement, and compliance triggers outside your control. Legal protections give way to programmable permissions. Ownership becomes revocable, limited, and contingent.
You see the picture?
This is the beginning of a new era: programmable finance—a double-edged sword. Its benefits are evident: speed, efficiency, accessibility. But its risks are subtle, structural, and potentially, in extreme scenarios, dystopian.
While the full impact and long-term consequences remain uncertain, one thing is clear: this is no longer theoretical—it’s here, and it’s happening now, whether YOU like it or not.
This stands in stark contrast to Bitcoin. Bitcoin is permissionless, decentralized, and resistant to institutional control—a digital commodity with no central issuer. By comparison, the stablecoins and tokenized financial systems being developed by banks are permissioned. They don’t represent decentralization—but rather, a more efficient, programmable form of centralized control.