{"id":1258,"date":"2026-04-27T06:22:31","date_gmt":"2026-04-27T06:22:31","guid":{"rendered":"https:\/\/worm-and-worm-wheel.com\/?p=1258"},"modified":"2026-04-27T06:22:31","modified_gmt":"2026-04-27T06:22:31","slug":"worm-gear-vs-helical-planetary-bevel-when-to-choose-which","status":"publish","type":"post","link":"https:\/\/worm-and-worm-wheel.com\/bs\/worm-gear-vs-helical-planetary-bevel-when-to-choose-which\/","title":{"rendered":"Pu\u017eni zup\u010danik u odnosu na spiralni, planetarni, konusni - kada odabrati koji"},"content":{"rendered":"
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Pu\u017eni zup\u010danik u odnosu na spiralni, planetarni, konusni - kada odabrati koji<\/h1>\n

A practical decision framework. Start from what the application needs, not from what each gear type does, and the right answer lands in five minutes.<\/p>\n

Talk to an engineer \u2192<\/a><\/p>\n<\/div>\n

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Quick Answer<\/div>\n

Choose this technology when you need a single-stage right-angle reduction above 20:1 with optional self-locking and the duty cycle is intermittent or moderate. Choose helical when you need parallel shafts and high efficiency under continuous heavy duty. Choose planetary when you need very high torque density per unit weight in a coaxial layout. Choose bevel (helical bevel) when you need right-angle continuous heavy duty with high efficiency. The four gear types are not interchangeable \u2014 each is the right answer for a specific combination of shaft layout, ratio, duty cycle, and efficiency requirement. Most selection mistakes come from picking the wrong gear type and then spending months fighting the consequences.<\/p>\n<\/div>\n

Decide from the requirement, not from the gear type<\/h2>\n

Open most gear comparison articles and you will find four sections, one per gear type, each listing advantages and disadvantages as a bullet list. The format is the same across the industry, and the format is exactly backwards. An engineer designing a drive does not start with “tell me about helical gears.” The engineer starts with “I have shafts at 90 degrees, I need 60:1 reduction, the application runs 16 hours a day, and self-locking would be useful but not mandatory.” The right gear type falls out of those four facts in about thirty seconds, if you know which fact maps to which gear family.<\/p>\n

This article inverts the usual format. We start with the application requirements that drive the choice \u2014 shaft layout, ratio, duty cycle, efficiency, self-locking, accuracy, cost \u2014 and tell you which gear type each requirement points to. Then we compare the four families on a single decision matrix so you can see the trade-offs at a glance. The result is faster, more accurate selection than the bullet-point format produces.<\/p>\n

The four gear families at a glance<\/h2>\n
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Each gear family has a distinct geometric arrangement that determines what it can and cannot do. Understanding the geometry first makes the application matching obvious.<\/p>\n

Worm gear: screw on shaft meshing with a wheel at right angles, axes do not intersect. Helical gear: angled teeth on parallel shafts. Planetary gear: a sun gear, multiple planet gears, and a ring gear sharing a common axis. Bevel gear: conical gears meeting at intersecting shafts.<\/p>\n<\/div>\n

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Worm gear \u2014 high ratio, right angle, intermittent duty<\/h3>\n

A worm and worm wheel pair gives ratios from 5:1 up to 100:1 in a single stage with right-angle output and a small footprint. Efficiency runs 60 to 92 percent depending on lead angle. The drive can be self-locking when lead angle is below the friction angle, which is useful for hoists and load-holding applications. The trade-offs: sliding contact generates heat, so continuous heavy duty pushes against a thermal limit, and the bronze worm wheel is a wear part with a finite fatigue life. Best fit when the application is intermittent or moderate duty, ratio is 20:1 or higher, and the right-angle layout matters.<\/p>\n

Helical gear \u2014 parallel shafts, high efficiency, continuous duty<\/h3>\n

Helical gears use angled teeth that engage gradually rather than all at once, producing smooth, quiet, efficient torque transfer between parallel shafts. Single-stage ratios are typically 1:1 to 6:1; higher ratios use multi-stage helical reducers. Efficiency runs 95 to 98 percent because the contact is mostly rolling rather than sliding. The trade-offs: the layout is constrained to parallel shafts, axial thrust must be reacted by bearings, and very high reduction ratios need multiple stages with corresponding cost and bulk. Best fit for continuous heavy industrial duty where the input and output shafts are parallel.<\/p>\n

Planetary gear \u2014 coaxial, high torque density, compact<\/h3>\n

Planetary gears split the torque load across multiple planet gears running between a sun gear and a ring gear. Three or four planets share the load, so the torque-per-kilogram ratio is the highest of any gear family. Single-stage ratios are 3:1 to 10:1; multi-stage planetary stacks reach 1000:1 in a compact package. Input and output shafts are coaxial, which constrains the layout. Efficiency is high (94 to 98 percent per stage). The trade-offs: cost is higher than helical or worm at equivalent torque ratings, and the coaxial-only layout limits where the gearbox can fit. Best fit for servo positioning, robotics, electric vehicle drivetrains, and any application where torque density and compactness drive the choice.<\/p>\n

Bevel gear \u2014 intersecting shafts, often combined with helical<\/h3>\n

Bevel gears transmit torque between intersecting shafts \u2014 typically at 90 degrees. Single-stage ratios run 1:1 to 6:1, similar to helical. In industrial drives, bevel gears are usually combined with helical gears in a “bevel-helical” or “helical-bevel” reducer, where the bevel pair handles the right-angle change and one or two helical stages handle the reduction. The combined unit gives 95+ percent efficiency at right angles for ratios up to roughly 200:1. The trade-offs: cost is higher than worm gear at equivalent ratio, manufacturing requires precise alignment, and the bevel pair is sensitive to mounting accuracy. Best fit for continuous right-angle heavy duty where worm gear thermal limits would force oversizing.<\/p>\n

Decision matrix \u2014 match the requirement to the right answer<\/h2>\n
\n\n\n\n\n\n\n\n\n\n\n\n\n\n
Requirement<\/th>\nWorm<\/th>\nHelical<\/th>\nPlanetary<\/th>\nBevel-helical<\/th>\n<\/tr>\n<\/thead>\n
Shaft layout<\/strong><\/td>\n90\u00b0 offset<\/td>\nParallel<\/td>\nCoaxial<\/td>\n90\u00b0 intersecting<\/td>\n<\/tr>\n
Single-stage ratio<\/strong><\/td>\n5:1 to 100:1<\/td>\n1:1 to 6:1<\/td>\n3:1 to 10:1<\/td>\n3:1 to 6:1 (bevel stage)<\/td>\n<\/tr>\n
Efficiency<\/strong><\/td>\n60-92%<\/td>\n95-98%<\/td>\n94-98%<\/td>\n94-97%<\/td>\n<\/tr>\n
Self-locking possible<\/strong><\/td>\nYes (low lead angle)<\/td>\nNo<\/td>\nNo<\/td>\nNo<\/td>\n<\/tr>\n
Continuous heavy duty<\/strong><\/td>\nLimited (heat)<\/td>\nExcellent<\/td>\nExcellent<\/td>\nExcellent<\/td>\n<\/tr>\n
Torque density<\/strong><\/td>\nModerate<\/td>\nGood<\/td>\nHighest<\/td>\nGood<\/td>\n<\/tr>\n
Backlash (typical)<\/strong><\/td>\nLow to medium<\/td>\nMedium<\/td>\nLowest (3-15 arcmin)<\/td>\nMedium<\/td>\n<\/tr>\n
Noise<\/strong><\/td>\nLowest<\/td>\nNisko<\/td>\nLow to medium<\/td>\nNisko<\/td>\n<\/tr>\n
Relative cost (same kW)<\/strong><\/td>\n1.0\u00d7 (lowest)<\/td>\n1.3\u00d7<\/td>\n2.0\u00d7 to 4.0\u00d7<\/td>\n1.6\u00d7<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<\/div>\n

Five lines of the table do most of the work. Shaft layout eliminates two of the four families immediately \u2014 if shafts are parallel, planetary and worm and bevel are out. Single-stage ratio narrows further: above 20:1 single-stage strongly favours worm; below 10:1 favours helical, planetary, or bevel-helical. Continuous heavy duty disqualifies worm because of the thermal limit. Self-locking requires worm. Cost ranks worm cheapest, then helical, then bevel-helical, with planetary substantially more expensive at equivalent torque rating. Most decisions converge in three or four lines once those facts are stated.<\/p>\n

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Engineering desk note<\/div>\n

The cost row in the matrix surprises new specifiers. Worm gear is the cheapest gearbox technology per kilowatt of installed power, often by a factor of two compared to planetary, despite worm being the lowest-efficiency option. The reason is manufacturing simplicity \u2014 a single worm and worm wheel pair, a cast housing, and standard bearings cover the full mechanical bill. Planetary needs a sun, three or four planets, a ring gear, planet carrier, three or four bearings per stage, and tighter tolerances on each. The cost difference compounds: a 30 kW worm reducer might cost half what a 30 kW planetary reducer costs. For applications where the duty cycle is moderate and capital cost matters, that gap pays for plenty of electricity even after the efficiency penalty is accounted for. Run the lifetime energy math against the capital cost difference before assuming “high efficiency” automatically wins.<\/p>\n<\/div>\n

Worm vs helical \u2014 the most common direct comparison<\/h2>\n
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\"worm-gearbox-1\"<\/div>\n
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Most “vs” decisions in industrial drive selection come down to the worm-versus-helical comparison, because both technologies span similar power ranges (0.1 to 100 kW) and similar industrial duty applications. The choice usually settles on three criteria: shaft layout, duty cycle, and ratio.<\/p>\n

Right-angle output and ratio above 20:1 favour worm. Parallel shafts and continuous heavy duty favour helical. Most other factors are secondary trade-offs that follow from those primary choices.<\/p>\n<\/div>\n<\/div>\n

Worm gear’s electrical efficiency penalty is real but often overstated. A worm reducer running 8 hours a day at 65 percent efficiency uses roughly 50 percent more electricity than a helical reducer at 95 percent efficiency for the same output power. On a 5 kW load, that is 1.7 kW extra input \u2014 about 4,000 kWh per year, perhaps 600 USD per year in electricity. If the worm reducer cost 800 USD less than the helical reducer at purchase, the payback period for the helical option is over 12 months at industrial duty cycle, and longer at intermittent duty. For 24-hour continuous duty, the helical option pays back in 4 to 6 months and is the obvious choice. For 8-hour single-shift duty, the math is closer than most engineers assume \u2014 and worm sometimes wins on lifetime cost despite the lower efficiency.<\/p>\n

Where worm clearly wins: high ratio in a single stage, right-angle compact layout, optional self-locking. Where helical clearly wins: high efficiency under continuous load, parallel shafts, lower ratio range. Browse complete pu\u017eni reduktor<\/a> options when those criteria match \u2014 single-stage ratios from 5:1 to 100:1 in standard frame sizes for general industrial use.<\/p>\n

Worm vs planetary \u2014 torque density vs cost<\/h2>\n
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Planetary gear sets are the obvious choice for servo positioning, robotic joints, and electric vehicle traction drives \u2014 applications where torque density per kilogram matters more than cost. The same applications would be terribly served by worm gear: too much backlash, no torque density advantage, wrong shaft layout (most servo systems want coaxial input-output, not 90 degrees).<\/p>\n<\/div>\n

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Where the comparison gets interesting is in mid-power industrial applications where both technologies could technically do the job. A conveyor drive at 7 kW could run on either a 60:1 worm reducer or a 60:1 multi-stage planetary. The planetary will be 30 percent smaller, 50 percent lighter, and 25 to 35 percent more efficient. The planetary will also cost 2 to 3 times as much. For most general industrial applications where the gearbox is bolted to a fixed frame and operating cost is the primary driver, the worm option wins on lifetime cost despite its bulk. Planetary wins decisively only when weight, footprint, or efficiency under continuous duty overcomes the cost premium.<\/p>\n

Four wrong-choice case studies<\/h2>\n

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Case 1 \u2014 Helical reducer specified for a hoist<\/h3>\n

A small Vietnamese workshop installed a helical reducer on a 500 kg material hoist because the original specification engineer focused on efficiency. The first weekend after commissioning, the hoist load slipped down 1.2 metres when the operator released the up-button \u2014 the helical reducer had no self-locking and the load back-drove the motor through the gearbox. No injury, but the load impacted a parked truck. Diagnosis: helical gear cannot self-lock, and a hoist requires either self-locking gearing or a separate brake. Solution: replace the helical reducer with a 50:1 worm gear reducer with a low lead angle for self-locking, plus a separate motor brake as the safety backup. Lesson: efficiency is not the only requirement. Self-locking matters more than electricity costs when a falling load creates a safety hazard.<\/p>\n

Case 2 \u2014 Worm reducer specified for a 24-hour cement plant conveyor<\/h3>\n

A cement producer specified worm reducers for slurry conveyors based on capital cost. The drives ran 24 hours a day at full rated load. Within four months, sump temperatures reached 95 degrees Celsius, oil drain intervals dropped to 1,500 hours, and bronze wheel wear became visible at every 4,000-hour inspection. Annual replacement cost across the plant exceeded the original capital saving on the first year. Diagnosis: continuous heavy duty pushes worm gear past its thermal sweet spot, even when nominal torque rating is satisfied. Solution: replace with bevel-helical reducers at the next major maintenance cycle. The bevel-helical units cost 60 percent more upfront but ran 40 degrees Celsius cooler at the same load, with drain intervals back to 8,000 hours and effectively no wheel wear over the next 2 years. Lesson: the worm gear advantage on capital cost reverses on lifetime cost if duty cycle exceeds the thermal limit.<\/p>\n

Case 3 \u2014 Planetary reducer specified for a low-cost packaging line<\/h3>\n

A Korean packaging machinery OEM specified planetary reducers on a production line that ran 8 hours a day at 30 percent duty cycle. The application needed 50:1 reduction at right-angle output. The procurement decision favoured planetary because of “high efficiency” without considering whether the application could absorb the cost. Diagnosis: a planetary gearhead with a right-angle output stage cost 3.2 times what a worm gear reducer would have cost for the same duty rating. The efficiency saving was 18 percentage points (65 percent worm vs 83 percent planetary), but at 30 percent duty cycle the kWh saved per year did not justify the upfront cost. Payback period was over 6 years. Solution: switch to worm gear reducers on the next production batch. Capital cost dropped roughly 70 percent across the line, with no operational consequence noticed by the customer. Lesson: planetary’s efficiency advantage only earns back its cost premium under continuous high-duty service.<\/p>\n

Case 4 \u2014 Multi-stage helical specified for a compact actuator<\/h3>\n

A Japanese medical device OEM specified a 4-stage helical reducer for a positioning actuator that needed 200:1 reduction. The drive worked, but the assembly was 2.5 times longer than the available envelope and required redesign of the surrounding equipment. Diagnosis: 200:1 in helical needs 4 stages because each stage maxes out at 6:1; 200:1 in worm needs 1 stage; 200:1 in planetary needs 3 stages but with a coaxial layout that was incompatible with the right-angle output the actuator needed. Solution: replace with a single-stage 200:1 worm gear reducer. Footprint dropped to 40 percent of the helical alternative, weight dropped 55 percent, and the surrounding equipment redesign was avoided. Lesson: extreme single-stage ratios are worm gear’s natural advantage. Specifying multi-stage helical to chase efficiency throws away worm gear’s most valuable property.<\/p>\n

Frequently asked questions<\/h2>\n
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\nQ: Can a worm gear be combined with another gear type in a single drive?<\/summary>\n

Yes \u2014 combined drives are common when single-stage worm cannot reach the required ratio or when efficiency must be improved. A worm-helical reducer puts a worm primary stage (high reduction, right-angle change) ahead of a helical secondary stage (efficiency, ratio fine-tuning). A worm-planetary unit appears in some servo systems where the worm provides the high reduction and the planetary provides low backlash. These hybrid configurations are catalogued by major suppliers but represent a small fraction of total industrial drive sales \u2014 most applications find a single-technology answer that fits.<\/p>\n<\/details>\n

\nQ: Why do servo applications almost always use planetary gears?<\/summary>\n

Three reasons: backlash, torque density, and inertia matching. Servo positioning needs low backlash so the controller can predict mechanical response \u2014 planetary delivers 3 to 15 arcminutes typical, where worm gear delivers 30 to 60 arcminutes. Torque density matters because the servo motor inertia needs to roughly match the reflected load inertia for good control response, and planetary’s high torque-per-kilogram makes that matching easier. Worm gear’s right-angle output is also incompatible with most servo motor mounting conventions, which assume coaxial input-output. For a precision motion control project, planetary is almost always correct; for a fixed-speed conveyor, worm gear is almost always correct.<\/p>\n<\/details>\n

\nQ: How do I decide between bevel-helical and worm for a right-angle drive?<\/summary>\n

Three questions settle it. First, what is the duty cycle? Continuous 24-hour service strongly favours bevel-helical because of efficiency and thermal limits; intermittent or single-shift service is fine for worm. Second, what is the ratio? Above 80:1 favours worm (single stage versus multi-stage bevel-helical); below 30:1 favours bevel-helical (worm becomes inefficient at low ratios). Third, what does it cost? Worm reducer is roughly 60 percent of bevel-helical price at equivalent torque. For applications where duty cycle and ratio do not strongly favour either choice, run the lifetime cost comparison \u2014 worm tends to win on capital, bevel-helical on energy.<\/p>\n<\/details>\n

\nQ: What about hypoid gears?<\/summary>\n

Hypoid gears are a variant of spiral bevel where the input and output shafts are offset rather than intersecting. They are very common in automotive rear axle differentials but rare in industrial machinery. The geometry allows higher reduction ratios (up to 50:1 single stage) than spiral bevel while keeping right-angle output. The trade-off is more sliding contact and lower efficiency than spiral bevel. For industrial right-angle applications, the choice is usually between worm and bevel-helical, with hypoid appearing only in specialised applications like vehicle drivetrains and certain heavy-duty winches.<\/p>\n<\/details>\n

\nQ: How does the choice change for very small drives under 100 watts?<\/summary>\n

At very small power levels the cost ranking flips. A small plastic worm and worm wheel pair (POM acetal worm, PA66 nylon wheel) costs cents per unit in mass production \u2014 much cheaper than equivalent miniature helical or planetary gears. Most automotive seat actuators, household appliance timers, and small DC-motor driven gear units use plastic worm gears for that reason. Planetary becomes relevant only above 100 W where steel components are mandatory, and helical becomes the rule above 1 kW where parallel-shaft layout fits the application. The “worm gear is cheap” rule applies at both ends of the power scale, but for slightly different reasons.<\/p>\n<\/details>\n

\nQ: Does worm gear technology have a future, or will planetary replace it?<\/summary>\n

Worm gear is well-established for the application zones where it is the right answer \u2014 high-ratio right-angle drives at moderate duty cycle, and very small low-cost actuators. Those application zones are growing in absolute terms even as planetary, helical, and direct-drive solutions take share in adjacent zones. The total worm gear market continues to expand globally; what is shrinking is the “this gear used because we did not consider alternatives” segment. For applications where worm is the genuinely correct technology, the technology share is stable or growing. The future of this technology is a more deliberate, more correctly-applied technology, not a disappearing one.<\/p>\n<\/details>\n

\nQ: Can I replace an existing worm reducer with a helical or planetary in the same envelope?<\/summary>\n

Almost never. The shaft layouts differ \u2014 worm gear is right-angle offset, helical is parallel, planetary is coaxial \u2014 so the mounting interface to the driven equipment changes fundamentally. Even when the input shaft, output shaft, and torque rating could match, the mounting bolt pattern, oil seal locations, and gearbox envelope rarely align across gear types. For replacement at end-of-life, plan a re-engineering of the surrounding equipment if the gear type is changing. For drop-in replacement, source the same gear type as the original \u2014 usually worm-for-worm.<\/p>\n<\/details>\n<\/div>\n

The four gear families exist because they each solve a problem the others cannot. Worm wins on high-ratio right-angle reduction and self-locking. Helical wins on parallel-shaft continuous duty efficiency. Planetary wins on torque density and low backlash. Bevel-helical wins on right-angle continuous heavy duty efficiency. Most selection mistakes happen when the engineer picks the technology before stating the requirement, or when one feature (usually efficiency or self-locking) overshadows the rest of the trade-off space. Walking the requirement-to-technology mapping in order takes minutes; recovering from a wrong choice takes months.<\/p>\n

For Korean and Japanese OEM design teams comparing worm gear against helical, planetary, or bevel-helical options for a specific application, our engineering desk runs the full requirement matrix and recommends the family that fits \u2014 with a candid assessment if worm gear is not the right answer. Standard catalogue phosphor bronze and aluminium bronze worm gear sets<\/a> are stocked across the high-ratio right-angle application range. Outside that range, we will tell you that another gear family fits better \u2014 request a gear technology comparison<\/a> with your duty cycle, ratio, and shaft layout requirements.<\/p>\n

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Not sure if worm is the right gear technology for your drive?<\/h3>\n

Send your output torque, output rpm, input rpm, shaft layout, and duty cycle. We will compare worm, helical, planetary, and bevel-helical options against your requirements and recommend the family that fits \u2014 even if the answer is not a worm gear.<\/p>\n

Request a gear comparison \u2192<\/a><\/p>\n<\/div>\n

Urednik: Cxm<\/p>","protected":false},"excerpt":{"rendered":"

Worm Gear vs Helical, Planetary, Bevel \u2014 When to Choose Which A practical decision framework. Start from what the application needs, not from what each gear type does, and the right answer lands in five minutes. Talk to an engineer \u2192 Quick Answer Choose this technology when you need a single-stage right-angle reduction above 20:1 […]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[2821],"tags":[22,30,33],"class_list":["post-1258","post","type-post","status-publish","format-standard","hentry","category-worm-and-worm-wheel","tag-gear-worm","tag-worm-gear","tag-worm-gear-worm"],"_links":{"self":[{"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/posts\/1258","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/comments?post=1258"}],"version-history":[{"count":2,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/posts\/1258\/revisions"}],"predecessor-version":[{"id":1260,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/posts\/1258\/revisions\/1260"}],"wp:attachment":[{"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/media?parent=1258"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/categories?post=1258"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/worm-and-worm-wheel.com\/bs\/wp-json\/wp\/v2\/tags?post=1258"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}