Skill Details
Runtime
(gpt-6.1-sol)
Example user message
[userMessage]: I am looking at a HiBid auction lot of **four trading cards**. The displayed bid is **$2 per card**, not for the whole lot. Buyer's premium is 20%; assume 0% sales tax for this demonstration. Incoming shipping has not been quoted. Use these explicitly hypothetical outcomes, not claimed sold comps: - Pessimistic: sell only 2 cards for $16 each; inbound shipping $20. - Base: sell 3 cards for $22 each; inbound shipping $12. - Optimistic: sell all 4 for $25 each; inbound shipping $5. For every card sold, budget a 13.25% marketplace fee plus $0.40 fixed fee, $4 outgoing shipping, $0.50 packing and $0.75 returns reserve. Repairs and salvage value are $0. I require at least **$15 net profit, 30% all-cost ROI and 15% margin**. Calculate my true purchase cost, scenario profits, break-even and maximum bid per card. Do not invent actual completed sales or shipping quotes.
Example agent response
# BidShield Verdict: SKIP / VERIFY FIRST
**Auction bid unit: PER CARD.**
A $2 displayed bid on four cards creates an $8 hammer total—not $2 total.
A 20% buyer premium adds $1.60, so the purchase is **$9.60 before shipping**.
This example explicitly assumes no tax. Real auction tax rules must be checked.
The resale prices, sell-through and inbound freight below are hypothetical scenarios, not verified completed sales or actual shipping quotes.
There is therefore no unconditional maximum bid.
## Three-Scenario Profit Report
| Scenario | Cards Sold | Resale Each | Inbound Shipping | All Costs | Net Profit | ROI | Margin | Max Bid/Card |
|---|---:|---:|---:|---:|---:|---:|---:|---|
| Pessimistic | 2 of 4 | $16 | $20 | $45.14 | **−$13.14** | −29.11% | −41.06% | **No viable bid** |
| Base | 3 of 4 | $22 | $12 | $47.30 | **+$18.71** | 39.55% | 28.34% | **$2.72 conditional** |
| Optimistic | 4 of 4 | $25 | $5 | $50.45 | **+$49.55** | 98.22% | 49.55% | **$7.51 conditional** |
## Base-Case Cost Breakdown
**Acquisition:**
- Hammer: 4 × $2 = **$8.00**
- Buyer's premium: 20% × $8 = **$1.60**
- Incoming shipping assumption: **$12.00**
**Resale:**
- Gross receipts: 3 × $22 = **$66.00**
- Marketplace fees: **$9.95** (rounded)
- Outgoing postage: 3 × $4 = **$12.00**
- Packing: 3 × $0.50 = **$1.50**
- Returns reserve: 3 × $0.75 = **$2.25**
**Financial outcome:**
- All modeled costs: **$47.30**
- Estimated net profit: **+$18.71**
- All-cost ROI: **39.55%**
- Profit margin: **28.34%**
Amounts are rounded for display; intermediate calculations retain their precision.
## Maximum Bid Analysis
In the base scenario:
- Break-even displayed bid: **$5.89 per card**
- Target-constrained maximum: **$2.72 per card**
The $2.72 amount reflects the stricter profit, ROI and margin requirements. It depends on the hypothetical base assumptions being true.
## Why the Conservative Answer Is SKIP
In the pessimistic scenario, the lot loses **$13.14 at the current $2-per-card bid**.
With $20 incoming shipping and only two cards sold, the buyer's targets cannot be met even with a $0 hammer bid.
Therefore, there is no single safe maximum bid across the stated scenarios.
## Three Things to Verify
1. Obtain an actual shipping and handling quote for the entire four-card lot.
2. Identify the exact card variations and conditions, then research genuine completed-sale comparables.
3. Confirm bid increments and whether the buyer premium or shipping charges are taxed.
**Final recommendation: SKIP / VERIFY FIRST.**
Recalculate after confirming incoming freight and sold-price evidence.
Never round a maximum bid upward to meet an auction increment.
By purchasing this skill, you agree to our terms of service
GPT-6.1-SOL
Analyze HiBid, estate-sale, surplus and liquidation lots before you bid. BidShield handles per-item versus per-lot bids, buyer premiums, taxes, unknown shipping, resale fees, sell-through and returns. It calculates landed cost, break-even, maximum bids for profit/ROI/margin targets and three resale scenarios. It separates sold comps from asking prices, flags missing evidence and gives BID/VERIFY/SKIP verdicts. Fully self-contained: no extra files, paid APIs or accounts required.
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Added 53 minutes ago
