show pocket vs accelerate mode at each phase so they can choose
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@@ -1207,10 +1207,15 @@ Your full roadmap to $3,960/month:
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${phases.filter(k => k !== '3xL7').map((k, i) => {
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const p = HYBRIDS[k];
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const pocketTotal = (p.profit * p.cycles).toFixed(2);
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return `**Phase ${i+1}: ${p.label}**
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Run for ${p.cycles} cycles (${p.months} months)
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Payout: $${p.payout.toFixed(2)}/cycle → you pocket ~$${p.profit.toFixed(2)} each cycle
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By the end of this phase, you'll have saved enough to unlock the next level — and you keep what you've already pocketed along the way`;
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${p.cycles} cycles, ~${p.months} months — $${p.payout.toFixed(2)}/cycle payout
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You can play this phase two ways:
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🔹 **Pocket mode** — take the ~$${p.profit.toFixed(2)} profit each cycle as spending money. After ${p.cycles} cycles you have enough saved to unlock the next level, plus ~$${pocketTotal} pocketed along the way. Total time: ~${p.months} months.
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🔸 **Accelerate mode** — reinvest every penny instead of pocketing it. You reach the next level faster because nothing comes off the top. Total time is shorter, but you pocket nothing along the way.`;
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}).join('\n\n')}
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**Phase ${phases.filter(k => k !== '3xL7').length+1}: 3× L7 Endgame** 🎯
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@@ -1218,7 +1223,7 @@ All three L7 campaigns running at once
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$9,720.00/cycle payout → ~$3,960.00/month passive
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This is the finish line
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${selfCost > 0 ? `**Your total self-fund: $${selfCost}**${selfCost > giftCost ? ` (you cover $${(selfCost - giftCost).toLocaleString()} after sponsor's gift)` : ''}\n\n` : ''}Each phase funds the next — no new money needed after the start. Just run the cycles, stack the profits, and level up.
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${selfCost > 0 ? `**Your total self-fund: $${selfCost}**${selfCost > giftCost ? ` (you cover $${(selfCost - giftCost).toLocaleString()} after sponsor's gift)` : ''}\n\n` : ''}The choice is yours — pocket spending money along the way, or reinvest everything to get to the endgame faster. Either way, no new money needed after the start. Just run the cycles, stack the profits, and level up.
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As a side note — I also earn 10% of everything you get paid through this system, so eventually I'll get my gift back. But that's not why I'm doing this. I genuinely just want to pay it forward and help you get started. You win, I win — we both win together.
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