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Subnet Mask Tables

This page provides three subnet mask tables containing essential information about IP subnetting, allowing network administrators to effectively manage IP address allocation and subnet configurations:

Subnet Parameters

The subnet parameters table shown below provides information about various subnet masks, including the number of bits in the mask, the subnet mask itself, the number of hosts available on each subnet, and the wildcard mask or inverse mask. Here's how the data in the table can be read and interpreted:

Bits in Mask: This column indicates the number of bits that are set to 1 in the subnet mask. It represents the length of the network portion of the IP address.

Subnet Mask: This column displays the actual subnet mask in dotted-decimal notation. The subnet mask is used to divide the IP address into network and host portions.

Hosts: This column shows the number of available host addresses within each subnet, excluding the network address and the broadcast address. The number of hosts is calculated as 2^(32 - Bits in Mask) - 2 *.

Wildcard Mask or Inverse Mask: This column represents the wildcard mask or inverse mask associated with each subnet mask. The wildcard mask is the complement of the subnet mask, where each octet is subtracted from 255.

For example, let's consider the row with "Bits in Mask" equal to 24 and "Subnet Mask" equal to 255.255.255.0. This subnet mask represents a network, where the first 24 bits are used for the network address, and the last 8 bits are available for hosts. The number of available hosts is calculated as 2^(32 - 24) - 2, which equals 254. The corresponding wildcard mask would be 0.0.0.255, obtained by subtracting each octet of the subnet mask from 255.

Bits in Mask Subnet Mask Hosts Wildcard Mask
8255.0.0.0167772140.255.255.255
9255.128.0.083886060.127.255.255
10255.192.0.041943020.63.255.255
11255.224.0.020971500.31.255.255
12255.240.0.010485740.15.255.255
13255.248.0.05242860.7.255.255
14255.252.0.02621420.3.255.255
15255.254.0.01310700.1.255.255
16255.255.0.0655340.0.255.255
17255.255.128.0327660.0.127.255
18255.255.192.0163820.0.63.255
19255.255.224.081900.0.31.255
20255.255.240.040940.0.15.255
21255.255.248.020460.0.7.255
22255.255.252.010220.0.3.255
23255.255.254.05100.0.1.255
24255.255.255.02540.0.0.255
25255.255.255.1281260.0.0.127
26255.255.255.192620.0.0.63
27255.255.255.224300.0.0.31
28255.255.255.240140.0.0.15
29255.255.255.24860.0.0.7
30255.255.255.25220.0.0.3
31255.255.255.2542*0.0.0.1

*Number of hosts on a /31 subnet:
Generally, within a subnet, two host addresses - all-zeros and all-ones are reserved as network address and broadcast, respectively. The same approach applied to a /31 subnet with only two possible addresses in the host identifier would leave no usable addresses for host assignment. RFC3021: Using 31-Bit Prefixes on IPv4 Point-to-Point Links allows assignment of the all-zeros and all-ones IP addresses to hosts on point-to-point links.

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VLSM table for the subnets with prefix longer than /24

This VLSM table provides information about subnets with prefixes from /25 to /30. It illustrates how a /24 IP range can be partitioned into smaller subnets with longer prefixes. For each prefix length, the table shows the last octet of the network address as well as the host range.

Here's how the data in the table should be interpreted:

Each column (/25 - /30) contains cells representing subnets with the particular prefix length that can be allocated under a single /24 IP range. Each cell shows the last octet of the network address in bold and the corresponding host range in parentheses, for example ".16 (.17 - .30)". Remember, the first IP address of a subnet is reserved for the network address and the last one is reserved for the broadcast address.

The cells in this table are aligned vertically to show the correlation between IP address ranges for subnets with different prefixes.

For example, let's consider an IP range 192.168.1.0/24 and illustrate how it can be partitioned into subnets with the prefix length /26:

There are four cells under the /26 column representing network addresses with the following last octets: .0, .64, .128, and .192. Base on this, we can construct four /26 subnet within our IP range:

192.68.1.0/26
192.68.1.64/26
192.68.1.128/26
192.68.1.192/26

Corresponding host IP ranges are:

192.68.1.1 - 192.168.1.62
192.68.1.65 - 192.168.1.126
192.68.1.129 - 192.168.1.190
192.68.1.193 - 192.168.1.254

/25 /26 /27 /28 /29 /30
Net (Hosts) Net (Hosts) Net (Hosts) Net (Hosts) Net (Hosts) Net (Hosts)
.0 (.1 - .126) .0 (.1 - .62) .0 (.1 - .30) .0 (.1 - .14) .0 (.1 - .6) .0 (.1 - .2)
.4 (.5 - .6)
.8 (.9 - .14) .8 (.9 - .10)
.12 (.13 - .14)
.16 (.17 - .30) .16 (.17 - .22) .16 (.17 - .18)
.20 (.21 - .22)
.24 (.25 - .30) .24 (.25 - .26)
.28 (.29 - .30)
.32 (.33 - .62) .32 (.33 - .46) .32 (.33 - .38) .32 (.33 - .34)
.36 (.37 - .38)
.40 (.41 - .46) .40 (.41 - .42)
.44 (.45 - .46)
.48 (.49 - .62) .48 (.49 - .54) .48 (.49 - .50)
.52 (.53 - .54)
.56 (.57 - .62) .56 (.57 - .58)
.60 (.61 - .62)
.64 (.65 - .126) .64 (.65 - .94) .64 (.65 - .78) .64 (.65 - .70) .64 (.65 - .66)
.68 (.69 - .70)
.72 (.73 - .78) .72 (.73 - .74)
.76 (.77 - .78)
.80 (.81 - .94) .80 (.81 - .86) .80 (.81 - .82)
.84 (.85 - .86)
.88 (.89 - .94) .88 (.89 - .90)
.92 (.93 - .94)
.96 (.97 - .126) .96 (.97 - .110) .96 (.97 - .102) .96 (.97 - .98)
.100 (.101 - .102)
.104 (.105 - .110) .104 (.105 - .106)
.108 (.109 - .110)
.112 (.113 - .126) .112 (.113 - .118) .112 (.113 - .114)
.116 (.117 - .118)
.120 (.121 - .126) .120 (.121 - .122)
.124 (.125 - .126)
.128 (.129 - .254) .128 (.129 - .190) .128 (.129 - .158) .128 (.129 - .142) .128 (.129 - .134) .128 (.129 - .130)
.132 (.133 - .134)
.136 (.137 - .142) .136 (.137 - .138)
.140 (.141 - .142)
.144 (.145 - .158) .144 (.145 - .150) .144 (.145 - .146)
.148 (.149 - .150)
.152 (.153 - .158) .152 (.153 - .154)
.156 (.157 - .158)
.160 (.161 - .190) .160 (.161 - .174) .160 (.161 - .166) .160 (.161 - .162)
.164 (.165 - .166)
.168 (.169 - .174) .168 (.169 - .170)
.172 (.173 - .174)
.176 (.177 - .190) .176 (.177 - .182) .176 (.177 - .178)
.180 (.181 - .182)
.184 (.185 - .190) .184 (.185 - .186)
.188 (.189 - .190)
.192 (.193 - .254) .192 (.193 - .222) .192 (.193 - .206) .192 (.193 - .198) .192 (.193 - .194)
.196 (.197 - .198)
.200 (.201 - .206) .200 (.201 - .202)
.204 (.205 - .206)
.208 (.209 - .222) .208 (.209 - .214) .208 (.209 - .210)
.212 (.213 - .214)
.216 (.217 - .222) .216 (.217 - .218)
.220 (.221 - .222)
.224 (.225 - .254) .224 (.225 - .238) .224 (.225 - .230) .224 (.225 - .226)
.228 (.229 - .230)
.232 (.233 - .238) .232 (.233 - .234)
.236 (.237 - .238)
.240 (.241 - .254) .240 (.241 - .246) .240 (.241 - .242)
.244 (.245 - .246)
.248 (.249 - .254) .248 (.249 - .250)
.252 (.253 - .254)

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Subnet Masks in Binary Format

This table contains subnet masks from 255.0.0.0 to 255.255.255.254 in both dotted-decimal and dotted-binary formats:

Subnet Mask (Decimal) Subnet Mask (Binary)
255.0.0.0 11111111.00000000.00000000.00000000
255.128.0.0 11111111.10000000.00000000.00000000
255.192.0.0 11111111.11000000.00000000.00000000
255.224.0.0 11111111.11100000.00000000.00000000
255.240.0.0 11111111.11110000.00000000.00000000
255.248.0.0 11111111.11111000.00000000.00000000
255.252.0.0 11111111.11111100.00000000.00000000
255.254.0.0 11111111.11111110.00000000.00000000
255.255.0.0 11111111.11111111.00000000.00000000
255.255.128.0 11111111.11111111.10000000.00000000
255.255.192.0 11111111.11111111.11000000.00000000
255.255.224.0 11111111.11111111.11100000.00000000
255.255.240.0 11111111.11111111.11110000.00000000
255.255.248.0 11111111.11111111.11111000.00000000
255.255.252.0 11111111.11111111.11111100.00000000
255.255.254.0 11111111.11111111.11111110.00000000
255.255.255.0 11111111.11111111.11111111.00000000
255.255.255.128 11111111.11111111.11111111.10000000
255.255.255.192 11111111.11111111.11111111.11000000
255.255.255.224 11111111.11111111.11111111.11100000
255.255.255.240 11111111.11111111.11111111.11110000
255.255.255.248 11111111.11111111.11111111.11111000
255.255.255.252 11111111.11111111.11111111.11111100
255.255.255.254 11111111.11111111.11111111.11111110

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