---
title: Male-Male Bend 90 Degree | Asmuss
description: Galvanised Malleable Male-Male Bend 90 Degree
---

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###### <https://www.asmuss.co.nz/product-0-3-3>[steel ](https://www.asmuss.co.nz/steel)| [fittings ](https://www.asmuss.co.nz/steel/products/fittings)| [GALVANISED MALLEABLE IRON PIPE FITTINGS](https://www.asmuss.co.nz/steel/products/fittings/galvanised-malleable-iron-pipe-fittings) | male-male Bend 90°

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)

Size = metric  |  A = mm  |  Kg/pc is approximate 

| Asmuss Code | Size | A | Kg/pc |
| --- | --- | --- | --- |
| GBEM015 | 15 | 48 | 0.08 |
| GBEM020 | 20 | 60 | 0.19 |
| GBEM025 | 25 | 75 | 0.30 |
| GBEM032 | 32 | 95 | 0.59 |
| GBEM040 | 40 | 105 | 0.60 |
| GBEM050 | 50 | 130 | 1.06 |
| GBEM065 | 65 | 165 | 2.25 |
| GBEM080 | 80 | 190 | 3.28 |
| GBEM100 | 100 | 245 | 5.91 |

### PRODUCT ENQUIRY

![Screen Shot 2020-11-20 at 9.25.09 AM](https://www.asmuss.co.nz/hubfs/Screen%20Shot%202020-11-20%20at%209.25.09%20AM.png)

 Download our Steel Fittings catalogue

[![Download](https://hubspot-no-cache-ap1-prod.s3.amazonaws.com/cta/default/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90.png)](https://hubspot-cta-redirect-ap1-prod.s3.amazonaws.com/cta/redirect/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90)

![Screen Shot 2020-11-20 at 9.25.09 AM](https://www.asmuss.co.nz/hubfs/Screen%20Shot%202020-11-20%20at%209.25.09%20AM.png)

 Download our latest Steel catalogue for full product specs

[![Download](https://hubspot-no-cache-ap1-prod.s3.amazonaws.com/cta/default/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90.png)](https://hubspot-cta-redirect-ap1-prod.s3.amazonaws.com/cta/redirect/7120897/82602eff-41ce-48ed-a9fa-74405c73ec90)

### STEEL PRODUCTS

![AdobeStock_407887807](https://www.asmuss.co.nz/hs-fs/hubfs/AdobeStock_407887807.jpeg?)

 Steel 

<https://www.asmuss.co.nz/steel/products/steel>

![AdobeStock_984350282](https://www.asmuss.co.nz/hs-fs/hubfs/AdobeStock_984350282.jpeg?)

 Pipe 

<https://www.asmuss.co.nz/steel/products/pipe>

![Fittings](https://www.asmuss.co.nz/hs-fs/hubfs/Asmuss%20Pictures%20183.jpg?width=263&name=Asmuss%20Pictures%20183.jpg)

 Fittings 

<https://www.asmuss.co.nz/steel/products/fittings>

![Fastenings](https://www.asmuss.co.nz/hs-fs/hubfs/Fastenings.jpeg?)

 Fastenings 

<https://www.asmuss.co.nz/steel/products/fastenings>

![Engineering Supplies](https://www.asmuss.co.nz/hs-fs/hubfs/Engineering%20Supplies.jpeg?width=5760&height=3840&name=Engineering%20Supplies.jpeg)

 Engineering Supplies 

<https://www.asmuss.co.nz/steel/products/engineering-supplies>

![Fencing](https://www.asmuss.co.nz/hs-fs/hubfs/1D4E6978.jpg?width=263&name=1D4E6978.jpg)

 Fencing 

<https://www.asmuss.co.nz/steel/products/fencing>

### STEEL CAPABILITIES

[![Internal - Asmuss Christcfffhurch (47)](https://www.asmuss.co.nz/hubfs/Internal%20-%20Asmuss%20Christcfffhurch%20(47).png?) ](https://www.asmuss.co.nz/steel/capability/construction)

### Steel Construction

Our Steel is procured from the most reputable mills around the world, to certify product quality and traceability.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/construction) 

<https://www.asmuss.co.nz/steel/capability/construction>

[![Manufacturing and Engineering (6)](https://www.asmuss.co.nz/hubfs/Manufacturing%20and%20Engineering%20(6).jpg?) ](https://www.asmuss.co.nz/steel/capability/civil)

### Steel Civil

We can source unique / non-standard product as well as meet large project requirements.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/civil) 

<https://www.asmuss.co.nz/steel/capability/civil>

[![Steel - Civil (4)](https://www.asmuss.co.nz/hubfs/Steel%20-%20Civil%20(4).jpg?) ](https://www.asmuss.co.nz/steel/capability/manufacturing-engineering)

### Manufacturing and Engineering

We are proficient at meeting tight lead times, preserving material integrity and offering competitive pricing.

[ Learn More ](https://www.asmuss.co.nz/steel/capability/manufacturing-engineering) 

<https://www.asmuss.co.nz/steel/capability/manufacturing-engineering>

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