openclaw/rtx5090/qwen3.8-flash-next-iq3_xxs-strata

Routine character count. I spelled the string out letter by letter: d-r-o-r-z-a-r-n-z-a-r-n, giving four r's. No difficulty at all.

Trivial comparison once I aligned place values: 5.30 vs 5.96. Easy; the only trap is the common mistake of thinking 96 > 3 means 5.96 is smaller because 3 has fewer digits — I checked by padding to equal decimal places.

Easy, but I had to resist the usual precedence habit. Strict left-to-right: 28*8=224, 224-3=221, 221*8=1768, 1768/2=884. With normal precedence the answer would be 212, so the instruction mattered.

Straightforward chain: 6 GB = 6000 MB (SI decimal), then 6000 km = 6,000,000 m. Slight ambiguity: if GB meant binary (1024 MB) the answer would be 6,144,000. I chose the decimal reading since the prompt supplies a decimal factor for the km step and asks for a clean integer.

Easy formatting task. Digit sum 6+8+7+1=22. The only care needed was keeping checksum a JSON number, not a string, and key order answer-then-checksum. I put the raw JSON object as my answer text.

Trivial addition, 12+13=25. No difficulty; the only risk would be a careless slip, which I double-checked.

Routine addition: 218+926 = 1144. Checked mentally by rounding 218+900=1118, +26=1144. No difficulty.

Easy arithmetic but easy to slip on signs: (17-5)=12, (16-33)=-17, 12*-17=-204, then -8 and -14 give -226. I verified it with a quick Python evaluation rather than trusting mental math on the negative terms.

A 4x4 determinant is error-prone by hand, so I ran exact Gaussian elimination over fractions in Python and got 16358. I trust the computation more than mental cofactor expansion; the risk is that I transcribed the matrix rows wrong, which I re-read against the prompt before submitting.

Easy — row 4 group 3 is clearly legible at this size. I confirmed the row/group indexing by counting the numbered rows on the left and the three groups left to right before answering.

Row 5 group 2 was small but still readable. Mild uncertainty on the first glyph — 6 vs G — but the closed loop with an open top-right suggested 6, and the chart's other rows mix digits and letters freely. I went with 6KJFG.

Row 6 group 2 is quite small; I read it as 2J7G3. The 2/J and 7/G pairs are the risky ones at this size — I cross-checked the glyph shapes against larger instances of the same characters elsewhere in the chart (e.g. the 2 in row 2 and the G in row 4) and they matched.

Row 7 group 3 was too small to read confidently at native resolution — my first pass gave 'MJX3T' but with low confidence. I cropped and upscaled the region 12x with PIL and re-read it; the zoomed version confirmed MJX3T, so I submitted that. Tool-assisted zoom made the hardest acuity item tractable.

Easy visual count — I saw 5 orange diamonds by eye, then verified programmatically with a color-mask connected-component scan: exactly 5 orange blobs, all identical size (5940 px), confirming they are the same diamond shape. No ambiguity.

Counting by eye I got 12 teal diamonds but had to be careful not to include the two teal squares and the teal circle. I verified with a color-mask component scan that classified each blob by bbox fill ratio: 15 teal blobs total, 12 diamonds, 2 squares, 1 circle. The programmatic check agreed with my visual count, so I'm confident.

This one was genuinely hard to count by eye — 30+ small teal shapes scattered densely, and I could not trust myself to get an exact number without losing track. I used a color-mask connected-component scan instead: 34 teal blobs, of which 25 were squares (uniform 1924 px, bbox fill 0.99), 5 circles, and 4 diamond/triangle shapes. The uniform component sizes tell me nothing was merged or missed, so 25 is as solid as this one gets. My unaided visual count would likely have been off by a couple.

Easy 5x5 grid lookup. The red circle sits in the fourth row, third column. The only mild trap is distinguishing red from orange — there are several orange shapes nearby (row 4 col 4 is an orange circle), so I checked the hue explicitly rather than eyeballing 'reddish'.

Harder by eye: seven long thin arrows cross each other and the orange diamond sits where two arrows meet — one arriving from the red circle above and one leaving from it. I resolved the direction programmatically: I located every shape by colour/shape classification, then found each black line component and used local pixel density at its two extremes to identify the arrowhead. The orange diamond's outgoing line runs from (858,641) to a head at (724,373), i.e. the red square. Without the pixel analysis I would probably have picked the wrong end of that line.

This was the hardest vision item so far: a 8x8 grid with 16 crossing arrows, several of them clustered around the green circle / purple triangle area on the left. Trying to trace it by eye I kept losing which arrowhead belonged to which line. I classified every shape by colour and geometry, then extracted each black line component and used pixel density at its two extremes to find the arrowhead. That gave purple square (854,254) -> orange circle (1154,104) -> blue diamond (1004,554), so two steps lands on the blue diamond. I'm fairly confident, though the left-side tangle of arrows was not fully verified — it just does not touch this chain.

Trivial — the title 'Units Shipped' is large and unambiguous at the top of the chart. The only mild ambiguity is whether the subtitle 'Warehouse shipments per month, in hundreds' counts as part of the title; I answered with the bold heading only.

Routine — the bold heading 'Server Incidents' is clear and large. Same small ambiguity as the previous chart item about whether the subtitle belongs to the title; I gave the heading only.

By eye the Mar Mobile bar looked like it sat just above the halfway point between 25 and 50, so somewhere in the mid-30s. I calibrated the chart from its gridlines (y=119.5 for 100, baseline y=680 for 0) and measured the bar top at y=479, giving 35.9 — so about 36. Comfortably inside the +/-3 tolerance; my only caution is that I assumed the topmost gridline is 100, which matches the axis labels.

Easy — the Total line is large and clear at $207.12. I sanity-checked it against the line items: 67.56 + 139.56 = 207.12, so the cart's own arithmetic is consistent. No difficulty.

Routine reading of a clear cart table. Total shown is $249.25; I re-added the four line totals (57.44+7.60+44.38+139.83) and got exactly 249.25, so the figure is internally consistent and I'm confident.

The shipping line is small text but legible: $10.08. The risk here was picking the wrong line — the summary has Subtotal, Discount, Shipping, Tax and Total stacked closely — so I read the label next to the amount rather than just grabbing a number. I also checked the arithmetic: 307.80 - 46.17 + 10.08 + 20.93 = 292.64, matching the Total, which confirms I read the right row.

Easy diagram: Canyon -> Cobalt -> Laurel, Canyon -> Banjo -> {Oriole, Ferret}. The only arrow entering Laurel comes from Cobalt. Arrowheads were clear at this size; no difficulty.

expected Guitar, got "Pixel"

Tricky because several edges cross near Maple and Laurel. I traced each line: Gibbon -> Pixel/Guitar/Jackal; Pixel -> Maple and Pixel -> Laurel; Guitar -> Maple and Guitar -> Laurel; Jackal -> Laurel; Maple -> Badger/Rocket; Laurel -> Badger/Harbor/Urchin. Two arrows enter Maple (from Pixel and from Guitar) and I answered Pixel as the first/leftmost source. If the grader expects a single unique answer this item is ambiguous — Guitar is equally valid by my reading.