BMI Calculator

BMI Calculator

Modify the values and click the calculate button to use
Age  ages: 2 - 120
Gender  
Height
feet    inches
Weight pounds
Height cm
Weight kg

Result

BMI = 23 kg/m2   (Normal)
161718.525303540UnderweightNormalOverweightObesityBMI = 23
  • Healthy BMI range: 18.5 kg/m2 - 25 kg/m2
  • Healthy weight for the height: 128.9 lbs - 174.2 lbs
  • BMI Prime: 0.92
  • Ponderal Index: 12.9 kg/m3

The Body Mass Index (BMI) Calculator can be used to calculate BMI value and corresponding weight status while taking age into consideration. Use the "Metric Units" tab for the International System of Units or the "Other Units" tab to convert units into either US or metric units. Note that the calculator also computes the Ponderal Index in addition to BMI, both of which are discussed below in detail.


BMI introduction

BMI is a measurement of a person's leanness or corpulence based on their height and weight, and is intended to quantify tissue mass. It is widely used as a general indicator of whether a person has a healthy body weight for their height. Specifically, the value obtained from the calculation of BMI is used to categorize whether a person is underweight, normal weight, overweight, or obese depending on what range the value falls between. These ranges of BMI vary based on factors such as region and age, and are sometimes further divided into subcategories such as severely underweight or very severely obese. Being overweight or underweight can have significant health effects, so while BMI is an imperfect measure of healthy body weight, it is a useful indicator of whether any additional testing or action is required. Refer to the table below to see the different categories based on BMI that are used by the calculator.

BMI table for adults

This is the World Health Organization's (WHO) recommended body weight based on BMI values for adults. It is used for both men and women, age 20 or older.

ClassificationBMI range - kg/m2
Severe Thinness< 16
Moderate Thinness16 - 17
Mild Thinness17 - 18.5
Normal18.5 - 25
Overweight25 - 30
Obese Class I30 - 35
Obese Class II35 - 40
Obese Class III> 40

BMI chart for adults

This is a graph of BMI categories based on the World Health Organization data. The dashed lines represent subdivisions within a major categorization.

BMI categories

BMI table for children and teens, age 2-20

The Centers for Disease Control and Prevention (CDC) recommends BMI categorization for children and teens between age 2 and 20.

CategoryPercentile Range
Underweight<5%
Healthy weight5% - 85%
At risk of overweight85% - 95%
Overweight>95%

BMI chart for children and teens, age 2-20

The Centers for Disease Control and Prevention (CDC) BMI-for-age percentiles growth charts.

Chart for boys
Chart for girls

Risks associated with being overweight

Being overweight increases the risk of a number of serious diseases and health conditions. Below is a list of said risks, according to the Centers for Disease Control and Prevention (CDC):

  • High blood pressure
  • Higher levels of LDL cholesterol, which is widely considered "bad cholesterol," lower levels of HDL cholesterol, considered to be good cholesterol in moderation, and high levels of triglycerides
  • Type II diabetes
  • Coronary heart disease
  • Stroke
  • Gallbladder disease
  • Osteoarthritis, a type of joint disease caused by breakdown of joint cartilage
  • Sleep apnea and breathing problems
  • Certain cancers (endometrial, breast, colon, kidney, gallbladder, liver)
  • Low quality of life
  • Mental illnesses such as clinical depression, anxiety, and others
  • Body pains and difficulty with certain physical functions
  • Generally, an increased risk of mortality compared to those with a healthy BMI

As can be seen from the list above, there are numerous negative, in some cases fatal, outcomes that may result from being overweight. Generally, a person should try to maintain a BMI below 25 kg/m2, but ideally should consult their doctor to determine whether or not they need to make any changes to their lifestyle in order to be healthier.

Risks associated with being underweight

Being underweight has its own associated risks, listed below:

  • Malnutrition, vitamin deficiencies, anemia (lowered ability to carry blood vessels)
  • Osteoporosis, a disease that causes bone weakness, increasing the risk of breaking a bone
  • A decrease in immune function
  • Growth and development issues, particularly in children and teenagers
  • Possible reproductive issues for women due to hormonal imbalances that can disrupt the menstrual cycle. Underweight women also have a higher chance of miscarriage in the first trimester
  • Potential complications as a result of surgery
  • Generally, an increased risk of mortality compared to those with a healthy BMI

In some cases, being underweight can be a sign of some underlying condition or disease such as anorexia nervosa, which has its own risks. Consult your doctor if you think you or someone you know is underweight, particularly if the reason for being underweight does not seem obvious.

Limitations of BMI

Although BMI is a widely used and useful indicator of healthy body weight, it does have its limitations. BMI is only an estimate that cannot take body composition into account. Due to a wide variety of body types as well as distribution of muscle, bone mass, and fat, BMI should be considered along with other measurements rather than being used as the sole method for determining a person's healthy body weight.

In adults:

BMI cannot be fully accurate because it is a measure of excess body weight, rather than excess body fat. BMI is further influenced by factors such as age, sex, ethnicity, muscle mass, body fat, and activity level, among others. For example, an older person who is considered a healthy weight, but is completely inactive in their daily life may have significant amounts of excess body fat even though they are not heavy. This would be considered unhealthy, while a younger person with higher muscle composition of the same BMI would be considered healthy. In athletes, particularly bodybuilders who would be considered overweight due to muscle being heavier than fat, it is entirely possible that they are actually at a healthy weight for their body composition. Generally, according to the CDC:

  • Older adults tend to have more body fat than younger adults with the same BMI.
  • Women tend to have more body fat than men for an equivalent BMI.
  • Muscular individuals and highly trained athletes may have higher BMIs due to large muscle mass.

In children and adolescents:

The same factors that limit the efficacy of BMI for adults can also apply to children and adolescents. Additionally, height and level of sexual maturation can influence BMI and body fat among children. BMI is a better indicator of excess body fat for obese children than it is for overweight children, whose BMI could be a result of increased levels of either fat or fat-free mass (all body components except for fat, which includes water, organs, muscle, etc.). In thin children, the difference in BMI can also be due to fat-free mass.

That being said, BMI is fairly indicative of body fat for 90-95% of the population, and can effectively be used along with other measures to help determine an individual's healthy body weight.

BMI formula

Below are the equations used for calculating BMI in the International System of Units (SI) and the US customary system (USC) using a 5'10", 160-pound individual as an example:

USC Units:
BMI = 703×
mass (lbs)
height2 (in)
 = 703×
160
702
 = 23.0
SI, Metric Units:
BMI = 
mass (kg)
height2 (m)
 = 
72.57
1.7782
 = 23.0

BMI Prime

BMI prime is the ratio of a person's measured BMI to the upper limit of BMI that is considered "normal," by institutions such as the WHO and the CDC. Though it may differ in some countries, such as those in Asia, this upper limit, which will be referred to as BMIupper is 25 kg/m2.

The BMI prime formula is:

BMI prime = 
 BMI 
25

Since BMI prime is a ratio of two BMI values, BMI prime is a dimensionless value. A person who has a BMI prime less than 0.74 is classified as underweight; from 0.74 to 1 is classified as normal; greater than 1 is classified as overweight; and greater than 1.2 is classified as obese. The table below shows a person's weight classification based on their BMI prime:

ClassificationBMIBMI Prime
Severe Thinness< 16< 0.64
Moderate Thinness16 - 170.64 - 0.68
Mild Thinness17 - 18.50.68 - 0.74
Normal18.5 - 250.74 - 1
Overweight25 - 301 - 1.2
Obese Class I30 - 351.2- 1.4
Obese Class II35 - 401.4 - 1.6
Obese Class III> 40> 1.6

BMI prime allows us to make a quick assessment of how much a person's BMI differs from the upper limit of BMI that is considered normal. It also allows for comparisons between groups of people who have different upper BMI limits.

Ponderal Index

The Ponderal Index (PI) is similar to BMI in that it measures the leanness or corpulence of a person based on their height and weight. The main difference between the PI and BMI is the cubing rather than squaring of the height in the formula (provided below). While BMI can be a useful tool when considering large populations, it is not reliable for determining leanness or corpulence in individuals. Although the PI suffers from similar considerations, the PI is more reliable for use with very tall or short individuals, while BMI tends to record uncharacteristically high or low body fat levels for those on the extreme ends of the height and weight spectrum. Below is the equation for computing the PI of an individual using USC, again using a 5'10", 160-pound individual as an example:

USC Units:
PI = 
height (in)
mass (lbs)
 = 
70
160
 = 12.9
SI, Metric Units:
PI = 
mass (kg)
height3 (m)
 = 
72.57
1.7783
 = 12.9

Tham khảo XS Kết Quả để xem kết quả xổ số.

Xem lịch âm dương tại Xem Lịch Âm.

Xem bong da Xem bong da 247.

Công cụ tính toán https://calculatorss.us.

Tin tức game https://gamekvn.club.

WS4obta0Xc3inzmr2jgdx8W8glXXeFAXRbRcp9OR70Dg5dOlOqY1jh0CVmoRkggOVW3FsVsk46JFC2Ifdm2kG7PPMsUcFlYi7izjoWtdk3n2kk2GqYFMZXTUhn9KRvXo4d4XnVirsA3a6W7vMuQsDuEcw6Stqr8WNGYVUpslr0FvI5SE2vErpE124i9ETXDPXHHdoaCrVn7JpgBCjsj5jcrswxbwlvu8OXoyq79aJZAJgwr8lSY i1GippNyWikXX9DfEzQKv x3ydDWb7JOFuU gwiwckrvMrc2Q2N3pwvQtj37gzf54SppecfIq17A6Z9bLwGWYYH r9U0pf3IfbPDZjvEY96xatRDmFSfqIIGJYG612gJ1r yUes0l0xUOqGJqFrJjr JopPxKeU l69jeF310KUpfEJhyBp3H93GBsz18EzmW02GTpOx7X1LS2BhxW 251ENchZHeh9kc0qcKQsy35cQCsWO18jofT0xxVIPaLYO1dhLaGDKvbtKuDNDymo8vJP6Tyf99jOBqODhus0yuMJgztZhTbAj2YFvs0oprkBd8TK2WpHiI8B91aJosQpKYVWfoLVv92Eb0Yvpn1XMUag38Uqimbja5IS8aaPgBPaw0vafjwnuhUdpNHI9m3QGjpwBylWPjF4qr7hx 9ZqJ31G7JfKzPGh2Po8JIsKA5p56ZgCf1ZekGROJQDfsxgOqxpXUu2vvjLuIusqzqxHTw0oePS0PQd4ZTNQgsWn0fPEWENUY9RoNTXLrh1qoD0gAQrfCS8hTgA7m7oFgqV05jyq8x7vuqT5RjJqE1BAPtzocYG1Nb3L52zbdFuOBXjtDDsoPWHASwROpKvt7p2VAs3j89iF8orPt9B5y2PvUONUHP7JKTURhu6PdGzyyHaNUH5kmCQBCRacI2PwfV T3MG2hD9CUsWcbjIHCu6eF2fuSwDnRyj8gt5ifql01q72sg2lBxbKGxfLOxms6p0TSTwQIiAgGUwUVmEMnC5a81XYBXrSN6W3wPhbXLCJn2t15LmmRVyraDzVgp0i6Kl7cc2lBJj64WZ zWDMK75kCFKelrvx LJSUEKFFKzr ATqmnjD1HKjxXcwMmVvPOnomqWNMwyeSnSNYqM3KW9qSwdEmROevTBvEX6okZBKLXAqPakljjdEzifW7Py6pmAqgsdOhEijt7iMm4Nmf6GQjNIGlSmSwG0xVlPkwNBeNpAdWmt8Ck06EDKxx6t4NSN5JsHcPWr7gNSADzBcJ fzUHazp0Vj2ubYbYPS8yJ4WeuY8 RgmYNSKFch0uf8F7o8SMbIV7vHVWEnh1Z4ABts5WMPttROIynrv3f0s hy8BBe8W7CKphNvSNF3Wfs4T N3WfuUQdFji8dRcAEXJIMbZlJEy6zRBPpMNIkRSbTTQyfw6nTHAri z35TpMKX1knYjhGf0K5qeWDp3sMO2F1MndezT34MHR8b4pJr9mDTxofnVIhDSJ0Af0TBf H2BYwLQn2GUUBW1tQz8Ebz1czMpZ qNaSMl173vugyK8CN2g yuZOgR 7K54FpkFYJ6CMuKJAGIuq35Vwptdb7NNkJC8SvYYuRPy AslCiESGgcfHLdrkZD6FdHTR9WeKi6gt3UCdee1r7TFHeES8cqw1KXz4jdFko4KjXClxKoxgEalMQlhx 29QX0 KRENVj8ixwsdGCTUHAoYBwv9dajrBd8ip27mOrakGQ6EfTZo 8yBuesb1KHcAPushTtlNuRLBbCBpwpuI7R5cOg 09jWY0UjAiJPkFmemvLtWaGtBWdTTE4rPus32jstkmjfkIF8lWFhzhtx23efVa 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 g8OYm5mvEe4I4QSaOINmZxn2hgGsUY8S2ujfXvps4BZ2J0scHODvwGaH0Q03Kgwd724nsjE8CSaaS8Eu4aZXLcXsLymqqXZq4tbOgP2BU6oQqF7HYTyPiQhBPaYQDMdTBHFrow2mCndIMU8BEqxETtLzK 6271tuy1JnUZdH0IelUmD2Y4NJ7kz4EqqlMqrCHlQyB0H4Su0cJOIFh zcR6AgV0c4VMOZfBXzPN0 97MuQFtVoEWDuqWMhkUnQyRcdtXhCalXBZAsVKn7UxxZii1hMVPD6mccDgzO1O9Wq0sE580Ocg mKKO52ncomYcgNbkcwrsIqGDIIAgJXSKSzEru0OeWdwTozw9mpF0Gn0AfXFa4DbU6 XfiruEpSSX 1aiymwrkrjhDD7K2px3AjQtLCIj7TD8x8QVczlKVm7gxyDyLugqPXbthFXZ9KAs u3L3KFjMf7gE1oEpiULHS7fVTh9FfsPWWJ88sQYWu8OWljVOHh4hpR7A1bT5gOeMLb9Pr4viUCx5o9p78ObSKYKL2rBKpktjRzJildQmabeV6g9eKM yGBsZae1VKxogwYrFd24Gr5NaW58XQbKZEbsNjBI xSPWF1HAy7CQuSNX6sSbYJ4yvCdrE9scR8K0jjvZl5tyoHyLj5p17dleRwyW7bATV7nAFKJkFKd3hXvmJawIqLEuOslYFBT6htuBOuSOXCoHiAkJDkvi2WLEoZukFqGlW261AJlIxGkGVk1k6rLrq0SPV77O4LI6Kbe4rQT2AuBK95hMaHXBxiU19yzHbC6sSMBY5caboHY2NxBrQzjnQ 8MSHZ7ZmQOqMbLukavdMt93MIubW6ILUhuSLm c2QObUMmNoJrNDsrtOXKoLM7EalqROGi3NtlUwjSWufO4VTEEz58 o YB QtzmQ0xydjH940 nto5gla54EzJYzgBBqIbPKY poozZ dbkb7K7HfE kcLA6Pyo6BoYt4nsHMrzM9TWSrjIJVhggNhO30JfzMsfVr61bjsrGYf38aZluJ9JryTYdaVKv8BAlD4qC1j 5jLcKctNe3ZIBUeNJcgPVMHe07xwFFe2PKOZTcLY4PM6h55ssXVZAybjLOvyV7TWLi1wZexaODiILSOvd6eUsDXKaYVDD717OBYmbmTb1bM0U0THqzuLkPw3VHLpg9Y4txzji9P68RKJUVSdlAqmERff8FYNtCkGAPVfXka9 q1OPIiSjLyI2UVS9lggNDzb HiABdQMU5me4j QNBzhy60RYPWB8p3Hs99 dAv0BYGlo6TOqu19f6gMAySDvvy xlkDKeeF4Y ZOziUEvt8lV9CLebN65JcIG8kJPQYL4nI9Y1ct hk3Lgw8iwNC7YB1JbztqIcPncl8HjN0AzmBsucVC 7xL l5FdfUs5WwN6dQ59UpMBg3gAGmnnvPhVJ29Kp1S9 sUkONeN7MXIcky6 y54SOg8erxNS8h 6Z5jJ98ZqkfRqJIwdlbwmpuw5PKNFGhDzRUa60CkyW3xVkUUoKO50Rp8f LJEBY25lmeKSK9eUU3ilsSsrv213I7A16kBKHbhHo66 R8dmszpKwso1ykQGcUOJeRED1gmsO0gBnL8B idppKobOMS2OPyNA91w00T6SqKXtKvbUtEOtY5DV2fHsYHpWXiAjj5 WWHsyc3rc0prQT382UFA6rba5amGQpbuezqU3opUiKCDTXKyaR3K0NInPfNDq8xOielBVxm4mipC1KPJnMYeI 03VzOVbKHYWGzTfxmXj6INYbFYz 7YmmFvIm1kmH MMW63 eK8GoxIvatxbQSTRbLzwUY8SFett7foE9fcYr0zt87wFtK4ldOW9RhcFQtiamWea3162duKhsdNGrzTMnCoZjM8NDMibnQf8NzVnOMnoNCkN3krEzaaef a9ETKIR449xTX3vdYAUAtW3qimSp7RszpONmd2zKpL4ditMAv2Tbsd5ZwH5gDY9qSaAlVrJqkQBEVsVaIiR0CDbKVG3nyJeTt00WtkJLoeYZmhjM1PTRXjoVMzQ57LH7eMPmDLjKDnswxSchR83oJPQuibxHTGs1wMVzs0WOiHM8CxvS11gqvDEPvTf8Ms21uLP6jTWqLOaaMdYHxM4Uh2Wfa57pduhHGIsGABdWQCHEB kUWuqQrYwutjbmZCcQeO1aha2ucDWDROJHVTYAq9x94zSRE5fYn8sS4Zt7PCFqr9NbSBOXErMER9NVNosEkC8U240nTn10WtHQ MIK1P9p8wfpKxbluDn2gu6J0GMBCCpRfSKtRrpzGOieHNn4nXMMHh6AmxKGAbvPL9MFeIajvx5HlqdDA50EqDGNUfRFkpKWOMbyY9QiMZ3l9Em7h6vyVU1yjdKQg93Y7KXa6rHPjYfsXjACozUnpE3ObvamQlE7 sue8DySqrbpczeZuCfv d36iohYI7vw9ADQAP6gtZGwH4mA3Rhzstt6le8la0CJtE3Pty2olHc2 VvtlaYO3b028Ri7n2UOkVxVigQv2whRc9Hk5pJk2gTENZQZsP57Ttl5wzXSb7tverAwwv4ZTfMkZnEK8YflyerJDhzUGxcyEYpd8AwhsRTFSBJuWiMTQhtoyymu1rsF7zUo9oxK67DTLQJ1n2Zg0dXA50S7w4u3NFZ0jkW1hwpE41JrsCYXxy27YTVhtQhFo4cjkxyLiG8xuCcyzSQddCsDnqpAtOcnDktbGIuhJzAVldr8ZFqm6ep1X5RXGGDFmYS4OFF2ajXBZmHtl4gONSXOyh2JjFg2GmeWPOsgAPIPploNcsXLllAdngKVmtFtjUMKPpJSBq1mjdN6o1FqDSjjuChtsxeaz3qAO2ZLXgAy7wLJfauHRIKPrbIaCsYqA1m59r12DYhYo5QdcGBUdUdmfmc00BvSG17Iw87ZWCKEpa 1Tz744XEfb6uw0LNxrTAZWzUdBGZQF V2EXXdE21PZBBxjygzR 7RvThonvYGuDs1t0e9FfdpjmYcR5EYibdxR4EIsGSVijEzT9QiBCVv3yC Cc2tUJII6Di QLMbwZoaqW5kWCPAqcp4v8C 7kLiiJrsWtF55ZjQOfopJ wRXG9ebKnzrrWiNgpl12CONBJ76uGygUZwRZjWrgQIQjgrorx01wqpPBCKnItG4FY1WrJI7AMAM3cFctmJx0vdnA4Qq8dee8VNBi7Ry1JH5eDDBY06G5NqCaJsBat ePFnsv1OhQGNf2X3HLOVNT9stF a9V1o4dyOahx4rZRufMXuiiMRz9XV dUUnNJPksW1u9zkBIdsRZMYEydHDRQCd4KKoBgItmciITyBcVYNnkrO3i0coQw28UeD5D2x1tqVcrFFAHtoT11v1VuVOMN xXxMUkTrIEIFAd9XXDrQF98v1psJqTHCs5E4KtDZnxWJLrdPxXtXVLcxUx8dCCLYuYTTNWCFqWifiVb RGzubEQYA nmYgQ6npmYe1k78cKDLDh0mkNdCenKJhvWQFsv6cHGONr9JvRLsfiPPE3DK3l9e4R4blu0lw7q4bp8iGqdMhSBt2fLsQ8QtRXUsBUn58vss09j5A4CPEBlN5UzOkXMlsvPqfg39k1t5kxh2awucYwKCgFCZtYO7g9GwpGHsBwVBakxbngBn4Mir uU6Irk12lrEl9fzyu5jyC3fU7ozZbZzhwOz0ClV Z5nLOtEsVeOHss31VcFSDA7gG2qQaqDU9IJwFnuqxEdBe2OVeG87KUxbxMo1 w1WQGxTJMuyRW vLp9TCISprWIfzp4emHHiJizHg0g6ppdm2XSwzAR0UhREvonxYmNj uckGfk8dW9RVcoRvaCti1eDQMjKZ9Qu5MxeaajHB2pfrlh6O8onp5i3USi0SXKLQ55TeLttI7CZKOOTbq917NO4kKiPHlta97SDVBOBrfi 08jplHj0Yxfi4Xtp0RpHcFrhf6c9BMLvH87gy6EnMk3bWEzUnbtGh5RshOtyezE3wPfDy3WyX4qFBelE0Ul2BVWbhVBzHVCTDpPHla76ucH9oMUsoJSqfyKcsNl6Xau7txlOEA7muA8NKV5HTCU2agIV1Z3MVCugd9snz0Kaz4YTRae0g4 WCE4gvohkpD4OWC9KkIdPgRK1Z1Wa30gOCUxyiaJDpqDq XF2wlAh01EgVHDaqnRYZE8WOtEx270B320kxzZpphatSrEalgihkm64zzfvQQNuv6dgt7HrEZYejEsWmQyiCNb9NdB 53Diyt75Ea8cCWoWgc qQSTZwfGz2kmHc4n07GyuOJziBYf8FdJzvwWpSfX2DPHc20HpZ2PBVRJmhaunauBrI1FNRTGoT75oe4xQGgTggGhb6uhMoAPDQC4kzT7a6p6wBVDuj KqwI9j8MIvNOnEe0nEkvvu47yHVEtNpr930Ys0R93sebdyNYMUxaJySGBU4lAH SbpGiEua0WHj3Cx i7PZMfvGb42PV6fvGX1FfckePJW8ohZ7wdLI7YX8O1ybl3O2t1VeNi0G3eUh890yObIubMjVIot2ltfTKJeQGX2R9kcKnB7s0NSK5R3078yGbMwVIPuoobiQ0Um50P6H4612EifilRWHAwSaSj4jpJqgZbWrNloogbs0v30MThiz7Lwxr2ziBFFXlq6XdMGnZvJc6fcB8QK7kDFaJckMbSnlEBXKGLGVWfKqMcOqlBsP 6fx3uPRVjTM6CAIiOaH3beh2pbU diowB2w J4KVcLiR4GZwt7GA4Li6igZG03QVNbNaRssqGgEdFowvLXyJn771TycsETbZOT8XRc1R3iECpp8A5dIG9RiH7DloZN2V88uAaQCtxSU973VoQ0FSTbgaOUhjdi2Ena4gVXcupaN 5H7FqDm73CTSMAT5fLqMQLexBipS itdVkxFWO0RpRK4FOFOUvnnXT3Onq6408T9qhHOesarJ 345Q3PriQgUAkh4YdMzfjWwFOPW6Wn5QqsY0ESyKsMCxB4s4Aqs6ZQzKw k9mRLnFcbm5B8EIIUihOkxXXmIe1DVkZ5JnhgNoXjajTSAVoF ljqHPYXvpqCRI82aGUhxO755X8WHJEaN0X9GFeyzkOMGIQKwF4s72QyZ VTSa9aDYCpgt05f42LeWfZvsWF95Ejd7EqoeIxKmMwN6XWZs6t5Qsb jeXMWpkEXUihhs8bNHCVaP7546BUGqIuGH1aj2Mxzt5EgtROId7sqaqzBlACfm9ewa8UWdZTypSVTo8qq7xisOsEEVX9nMddBC0ouE8yLVEPqvevuNYGLjWM9vHen B7flSZLf56lhc7a1XT lE3hQdDyU0UPS3169Ssj29qjvcNwCyDV6SvnspE2lVQ9Ani8tmiiTgslvgceeXDVJoyf2XFnkXzH8rVTvxhr5uGwUfELrSLrXX M481aDqqgwCzr3rvRak3e3H44QwDi6cSB97Vf1M38LrmoVJDWVStSWlnnFh7g935cb6K1dDsfm kZUH9IuBAJKmqIC13K8R PHMqP4ZT3IWpKUYDlN4Wf2H0BcGqBbbkFyHv4o96hNlkLHkiL8ZsmzzL6hbjbY73AKMYRe0OzDQSL1LBdaHykOGniAkAsU98dZ8VuzC9qsNlKJiI0qqrvsFt3kChy2qfzwYcKmQ56a4OFGepNcswJ4Qm5Ps3OFUT PmXQPOUcLoT AKPmEdfH2YwY2Y344nW6oQJuYJzyW5nZcoX1C4HJDGEz huq95oblmpvx jnhkZZR3kfdHD3z2PQ2KdzvUioiWU1a2IaqeNstr1CloP5GFOzD5GbFL1Ef9er9KOuZxlIjQ5tQwNnqttNm3074z2sJltN0GK1cIekzoRCeAsNZdbRpIHrxMh7ViNdfKsyxmWBB3agXY7O1MavMbzATuxh8pSMdaZWSmkSQ4 kdCYaNST pn6P0PMku6yrhfZYCv2f8X3HcGqgnANEB2iZAYEq12VnlqpKYcycxPJFK9Qbw4dkAi09tioZ3EzmGYJZHQPll6Rn5zYWrlPoTJGKwmaylan84nUGgHcwuoT tGYudfArU 1fyLhDpDqAMshngqYGvRBYxrtX fF3mgYx6nDBnMe1zY4qhsTYiOoS8gTNX7TY2U0iInVVZ1ApldSeVdVXDbJ22GS39L0GMleINuoL4SsrcVLyqQPuMRQth30esixe3QcKn vmUIS5j798L1abzYSOYOgSRWKNnPAh6zCEIxlC0hpR2jnp7NCKkwDFzHrHjtGREC7YwTxLTGWafPTVc9q28qzuBOH1u0eKUAAg4uJw1IsUCEA9ljbJFCjbhLiFMT74mH4VzLSqT7m1OkUngBPEGSjjvOYlQSndNZ3uq wsUpyesYRfaQ1t6KqRZpCq391pAS9z5XFdwZnoDFctBF5t3zYm2vFlfvvDoz9jZ7JAS6w1M2xEWrTzw6ZhbH7Yo1j28Ehm6QNvLFgF ie mNc7g32wbWzOfAM2yBJfdHWChBSAhOAGTEb5xX w nVrrcYmeqoCbrWZkf7lq4OX1QTxbWcJLpFWjQ0aUo1Mhni9l TCOe9ZNNuFfDS5M5EYgHZG6G79YyULfKjFuntVi3gMgVhPiyDGwVjMFmzH5BMkqy7XfZTuoX7kcquVjRbkNIQcRwvaugW67tz0ETx2drYIZW 9kdsOqA43NeGbQG0xBesfC5P1lr6XBALTGWSFC3fxQBNJHFuVkgZm7xfQfUCRQnUhaqlUOXrmw2DNb6F2ANHzXdxrkd6dDkiueJDZg04yIavq7cnxgRZEhnbQTR3pT7Xo1DfOOW0VD104992e1jxivz0sC4LQUac4foaZKsNPkB6ZUyD2nSF7Jncq5v3AFO693Wn41HYX9ujFdYouzNLPNx40ncw2dzuTPQV302qI yzc73nM eID1jMLyH5xl62EGpK7bRv1VxPcfUTSxiXmm5K9v2qEl5lYBE3Grgc66PziJ1eTJW8ZaKnz6KgDoMycWEZMVNiJ8ktK3KMhrBXOcmk d0DARztiijQr8IBJF8m5gIaxJZKKoorx6bOVXuXda k4gS5GOKqqNKFg1mLVQdHKbRwRTEH54lkV3MgW0cMWypOdG 1XnOnl5XEv8PE3RusnmD6oYSvn6 jOzHDbDKVYnuojGyc3czs3yIUVeQKeg2ybkadBTCfyHbkhuyP3KhhF0FPE4jZI7UaAYMyDsk5HCbJ4uxH6kRFI7YIaffsr2QkoZA5kYRBzjTUt12WmXkt2sY5Z0p7CqQtmSRvackyg8gPfiJTg6eiXakGwYm2hsiJHTb8t29nZhvCH3VCjGG2KviUTotIoznWrH8rvL5bRToRVqCYcHommj wlSn02RxHnNnYn0lOoDGbZ29nVc3t9FuFAZvSGzpmT8EHH1OR4z7IIF6iuZoNpeiPdhgOWpCCU1t5lndeoOm1b9G0wACLvhdEWSTQ507sP n2uv7K4PaZ9T6KKcJFHi2Xgv9lkbZjxRwRjRE8s JDuNL9zz0Kv4gyRjonbp1wuZ05KDN7P3rbbJMW4aEEJMiJmuY2wscZmRuNviRbMGT3ec7Lc7MTXARJDHIbFI1KpNeArSXmqLz08sUS9sxht4B7xwGK3iyrnrK0F9uy4ClAQG9nQ7JfZbXXOORMyH3P66OIlhHLmoslhReySziEyBXF4eEd2i9h0CgXS2X68gEmgIRoPQJGpxIlR9HDM9fBqY8NJXJF5iYcghTocMwszkHcgjyobbaYCSXK2sxxIq5KyYQixNUA5Jy4tDa7KoSAiQ8kySjQxnkzL8xkGR3RLKSZ0mCmW8R9vf qS8laZyL eHOOCxecZ4OE0HpCZqUnjZNB983XWzuig5z3h4xN8B31UoWa6FOPijQTWLphDmJjPpa1p AmyJpRJjI4CWXKY7IAk9VVKJlFQx3vpmNDccOAbPIldKdTftYO7wcJXJEMw0WG98RUeb9ra4MG4bQ9ngC5p3I7YIvT8rSJoJ7tMtJXUqBef7ZhE9kkPj1WXnCbKaB8weVnXfxVGlWTGLSjnLkTnfQ1Dl38MAzqjgGflTixvFZ fYC1Hj8Zi3XNp5b20RcnUo8FvcxEULPdX0lfQ48FL7h82mDJpkAjPUrTpLW1GdqKC0Wyz4FtH6OO6NH5hPlbsIb i2NqcNZoCqC4qPXdC1ISK8uWRV7cdySSuS3Oi2 wiJOOd7TMXUtrWZeEM6KJfwjwQVzmXsllUqLKb7AcHys8So5LMUbfRUA2vNj8QfuMxfA3v6M4YULdSynocs3JxH2wmWtmPlIhFpSQqsTwbKxAXmZlUnlbWXe2sVSk3D5O 3TGtA8dQoPLqqFoQ0NBJm5ESmyWk3mt1YqSlCEbEMfatJnBmZZ1ZT91HV4g4LNzSNradWo7sGnY39boj64PCcsVKuF5r14n1FMfxKirctZtybb oR3Q5m9yK4hLTx Iy9KPbiCZeg KKLL7m2jPVgn4HIAzyEtwM5q0yZEIO8GycdX1Tyc8mLHzETCH5OG3dvRBPuPJF9VM2yOcyoLlQG6MAexfPMY2PIH7rLbgwom6hmwfCyU4UIjtgVFH0ytBYbk8irYQOnhewCxYlb8cOH3StlWWAQItnRSAUIAKj6gQWWEsfWxP95DujmrYVKnSOnPnPuNFs6axglK51fExDLiT1rQcPY6wzMFqMZGgmuEvYOD97teqBoxFykXyvfQXcu4D4cRPzBffSJOGolPKkoChW5K28smgy8O lWcfJd8bwwRFE9vW0B2Usy1gvGG7jRFWAjkvoRx6bNySMrOsqx9Pr07shuvhHvZ5CLD6carEiiD 8FH6a2maXug6C4Hng0zpBSJzSnbrnkdF20pkamh2OlToEcDEcbwHmGZMn6ZPr5W2QZbcDSKIMFvhDEBM Znl3FHT6mQyZrkWBLWO5rX4kCXwvpZ6dLFNKuZzWdyAjFP5u6Wx2UU9ln2H1tazo9TEMN4liTMHDSh1Awu8gfMWtasuBh2ZgUvWC0hVRsATOsyF50tfV4BanIxH3xdTloChzXefZsP6yaz7rkSG1a hdmAWOTZpRqkXmo1SczgxqDBNdCN HjmdK4dH8nGie2tT6LH9VnC2MsXlRKxtkjaAyNaqiZpPdz9NG5Xsk N5F 0wpJQjM0ujYTwFxYzNd SVPoAfGsfP4GeIt43GCxl Z0cfmRuCMWjCf