MelkTemn 2600 Resistor Kit: Color Code Reference
The MelkTemn 2600-piece kit includes 130 resistance values for precision analog and digital design.
Covering the full E24 range plus many E96 values1 that smaller assortments omit, this kit supports virtually any analog or digital design without supplemental orders for specialty values. At 20 pieces per value across 130 values2, you have enough stock for parallel builds and bench reserves simultaneously. For 5-band metal film resistors in the megaohm range, where band reading errors are most common, the color code calculator above provides immediate confirmation3 and prevents misidentified parts from entering a precision circuit.
Specifications2
| Piece count | 2,600 |
|---|---|
| Value count | 130 values |
| Resistance range | Comprehensive (E24 + E96 values) |
| Tolerance | ±1% metal film |
| Wattage rating | ¼W (0.25W) |
| Storage type | Labeled organizer case |
E96 values in the MelkTemn kit and when they matter in analog design
E96 provides 96 values per decade with approximately 2.5% spacing between adjacent values, compared to E24's 10% spacing1. For most digital circuit work, the difference between 10kΩ and 10.2kΩ is irrelevant. In precision analog design, however, the ability to select 10.2kΩ instead of the nearest E24 value of 10kΩ prevents a 2% gain error in an op-amp feedback network, which is significant for 12-bit or higher ADC accuracy. When a multi-stage instrumentation amplifier uses E24 resistors in each gain-setting network, the ratio errors accumulate across stages, and a design that should achieve 0.1% overall gain accuracy can easily degrade to 2-3% because each stage contributes its own rounding error on top of the previous stage's inaccuracy.
When E96 values matter in the MelkTemn kit
Use E96 parts when the ratio matters more than the nominal value. That is common in gain-setting networks, bridge circuits, and filters where a 2–3% E24 rounding error is too large. The narrower 2.5% spacing between adjacent E96 values means you can select a resistor within 1.25% of any target, which dramatically reduces the systematic ratio error that accumulates across multiple stages in a precision analog signal chain.
One specific use case for E96 values in the MelkTemn kit is precision non-inverting amplifier gain setting. A gain of exactly 11 requires Rf = 10 × Rin. With E24 parts, using 10kΩ and 100kΩ gives exactly 11 with no additional error (both are E24 values). But a gain of exactly 6.8 requires Rf/Rin = 5.8: with E24 parts, the closest combination is 56kΩ / 10kΩ = 5.6 (a 3.4% error) or 68kΩ / 12kΩ = 5.67 (a 2.1% error). With E96 values from the MelkTemn kit, 57.6kΩ / 10kΩ = 5.76 (a 0.7% error), or 10kΩ / 1.78kΩ = 5.62, closer still. Precision gain setting is the clearest case where E96 coverage converts a 2–3% design error into a sub-1% error.
Wheatstone bridge balance and E96 resistor selection
Wheatstone bridges for strain gauge and RTD sensor conditioning require four resistors in a diamond configuration where the ratio R1/R2 = R3/R4 when no signal is applied. Balancing the bridge at manufacture requires selecting all four resistors from the same batch with closely matched values. The MelkTemn kit's E96 coverage and its 20-piece-per-value depth allow you to draw a larger sample for measurement-based selection, increasing the probability of finding well-matched groups for critical bridge positions.
For production-quantity bridge circuits, the MelkTemn kit's 20-piece-per-value depth lets you measure and rank all 20 parts per compartment in a single session, then select the four closest-matching specimens for each board without reordering mid-run. That upfront measurement pass takes roughly 15 minutes per value, but it eliminates the far larger hidden cost of discovering a bridge imbalance during functional test and then scrapping or reworking a populated board.
Managing 130 values in a circuit design session: multiplier-first identification
With 130 resistance values across 7 decades, finding a specific part in the MelkTemn kit is fastest when you use a two-step method: identify the decade from the multiplier band color, then identify the specific value from the digit bands. The multiplier band is the fourth of the five bands; its color maps to the power of ten: Black=×1, Brown=×10, Red=×100, Orange=×1000, Yellow=×10000, Green=×1000004.
Reading the multiplier band first narrows the search from 130 possible values to about 18 values per decade. For a component in the kilohm range, you look for a Red multiplier band (×100) and then read the three digit bands to determine which of the kilohm values you have. This approach is faster than reading all five bands on every resistor you pick, especially when sorting a mixed batch back into compartments after a prototyping session.
Verifying E96 values with the calculator before circuit insertion
E96 values such as 10.5kΩ, 11.0kΩ, and 11.5kΩ have digit bands that differ by small increments and can be misread under poor bench lighting. The calculator above provides immediate confirmation: select each band in turn and compare the displayed value to the expected compartment label. For E96 parts that lack intuitive color-code patterns, confirming with the calculator before insertion prevents the subtle circuit behavior errors that arise from a 2.5% component value mismatch in a precision filter or bridge circuit, so identify a resistor from 130 values before it goes in. Verification adds under ten seconds per part and prevents hours of debugging.
- 1.
"E series of preferred numbers," Wikipedia, accessed June 2026. https://en.wikipedia.org/wiki/E_series_of_preferred_numbers
- 2.
MelkTemn, "2600Pcs 130 Values Resistor Kit 1/4W, 1 Ohm–3M Ohm, RoHS Compliant," amazon.com, accessed June 2026. https://www.amazon.com/dp/B085NQZNTY
- 3.
IEC, "IEC 60062:2016+AMD1:2019 — Marking codes for resistors and capacitors," iec.ch, August 2019. https://webstore.iec.ch/en/publication/65655
- 4.
"Resistor Color Code," resistorcolorcode.net, accessed June 2026. https://www.resistorcolorcode.net/