Mornox Tools

Baby Growth Percentile Calculator

Calculate your baby's growth percentile using WHO standards. See weight-for-age and length-for-age percentiles, z-scores, and reference charts for children 0-36 months.

A baby growth percentile calculator is a statistical evaluation mechanism used by pediatricians and parents to compare an infant's physical measurements—such as weight, length, and head circumference—against a standardized reference population of healthy children of the exact same age and biological sex. By transforming raw anthropometric data into a standardized percentile rank, this mathematical framework provides an immediate, objective assessment of a child's nutritional status, developmental trajectory, and overall health. Understanding the intricacies of growth percentiles equips caregivers and medical professionals with the necessary knowledge to detect early warning signs of malnutrition, obesity, or underlying medical conditions long before clinical symptoms manifest.

What It Is and Why It Matters

A baby growth percentile is a statistical representation that ranks a specific child's physical measurements against a theoretical group of exactly 100 healthy children of the identical age and sex. If a four-month-old infant girl is in the 75th percentile for weight, it means she weighs more than 75 out of 100 normative girls her age, and weighs less than 25 of them. This concept exists because absolute measurements—such as knowing a baby weighs precisely 14 pounds and 3 ounces—are completely devoid of context without a comparative baseline. Babies grow at astonishingly rapid, non-linear rates during their first two years of life, making it impossible for a medical professional to memorize the exact expected weight and length for every single day of an infant's early development. Percentiles solve this problem by converting raw, absolute numbers into a standardized relative scale that instantly communicates whether a child's growth falls within an expected biological variance.

The primary reason this statistical framework matters is its role as an early warning system in pediatric medicine. Human growth is one of the most sensitive indicators of overall health, well-being, and nutritional adequacy in early life. When a baby experiences underlying chronic illness, inadequate caloric intake, or severe psychosocial stress, their physical growth velocity will predictably falter before other overt clinical symptoms arise. By plotting a child's measurements on a standardized growth curve over time, pediatricians can identify abnormal deviations—such as a sudden drop from the 50th percentile down to the 10th percentile—prompting timely medical interventions. Furthermore, tracking these metrics helps public health officials monitor population-level trends in childhood obesity and malnutrition, guiding the allocation of healthcare resources. Ultimately, growth percentiles transform the chaotic, highly variable process of human development into a quantifiable, trackable, and actionable medical science.

History and Origin

The scientific endeavor to track and standardize human growth began centuries ago, but the modern growth charts we rely on today have their origins in the mid-20th century. The first widely adopted, systematic growth charts in the United States were developed in 1977 by the National Center for Health Statistics (NCHS). These original charts were heavily based on data collected from the Fels Research Institute in Yellow Springs, Ohio, which tracked the growth of primarily white, middle-class infants who were predominantly fed artificial formula. While these 1977 charts represented a massive leap forward in pediatric care, they contained a fundamental biological flaw: formula-fed babies exhibit different, often more rapid, weight gain patterns than breastfed babies. By utilizing a reference population of formula-fed infants, the NCHS charts inadvertently established an artificially inflated standard for normal infant weight gain, causing generations of perfectly healthy, breastfed babies to be misdiagnosed as underweight.

Recognizing these severe limitations, the scientific community undertook massive revisions at the turn of the millennium. In the year 2000, the Centers for Disease Control and Prevention (CDC) released updated growth charts utilizing a much broader, nationally representative dataset gathered from five National Health and Nutrition Examination Surveys (NHANES) conducted between 1963 and 1994. However, the most revolutionary shift occurred in 2006 when the World Health Organization (WHO) released its Multicentre Growth Reference Study (MGRS). Conducted between 1997 and 2003, this monumental study tracked 8,440 completely healthy, exclusively breastfed children living in optimal environmental conditions across six diverse countries: Brazil, Ghana, India, Norway, Oman, and the United States. The WHO charts fundamentally shifted the paradigm from a "growth reference" (describing how children do grow in a specific time and place) to a "growth standard" (prescribing how children should grow when provided optimal nutrition and health). Today, the WHO 2006 standards remain the definitive global benchmark for infant growth from birth to 24 months of age.

Key Concepts and Terminology

Anthropometry

Anthropometry is the systematic, quantitative measurement of the human body. In pediatric medicine, the core anthropometric measurements are weight (measured in kilograms or pounds), recumbent length (measured lying down for children under 24 months), standing height (stature, for children over 24 months), and head circumference (occipitofrontal circumference). These raw measurements form the foundational data inputs required for any percentile calculation.

Percentile Rank

A percentile rank is a score indicating the percentage of scores in its frequency distribution that are equal to or lower than it. In the context of infant growth, a measurement at the 85th percentile strictly means that 85 percent of the reference population falls below this value, and 15 percent fall above it. It is crucial to understand that percentiles are not grades; being in the 50th percentile does not mean "average" in a mediocre sense, but rather represents the exact median of healthy human variance.

Z-Score (Standard Deviation Score)

A Z-score is a statistical measurement that describes a value's relationship to the mean of a group of values, measured in terms of standard deviations from the mean. A Z-score of 0 is exactly the median (50th percentile). A Z-score of +1.0 indicates a measurement one standard deviation above the mean (roughly the 84th percentile), while a Z-score of -2.0 indicates a measurement two standard deviations below the mean (roughly the 2nd percentile). Z-scores are heavily utilized by pediatric endocrinologists and researchers because they allow for precise tracking of extreme outliers (e.g., a child at the 0.01st percentile) where standard percentile charts visually compress and fail.

Gestational Age and Corrected Age

Gestational age is the common term used during pregnancy to describe how far along the pregnancy is, measured in weeks from the first day of the mother's last menstrual period. A standard, full-term pregnancy lasts between 37 and 42 weeks. If a baby is born prematurely (before 37 weeks), pediatricians must use "corrected age" for growth calculations. Corrected age is calculated by subtracting the number of weeks the baby was born early from their chronological age. For example, a baby born at 32 weeks gestation (8 weeks early) who is now 16 weeks old has a corrected age of exactly 8 weeks. Growth measurements must be plotted against the 8-week reference standard, not the 16-week standard, until the child reaches two years of chronological age.

How It Works — Step by Step

The modern calculation of infant growth percentiles relies on a sophisticated statistical framework known as the LMS method, developed by statisticians Tim Cole and P.J. Green in 1992. Because human biological data is rarely perfectly symmetrical (weight data, for example, is heavily skewed to the right because there is a strict biological minimum limit to weight, but no strict maximum limit), simple standard deviations cannot be used directly. The LMS method mathematically transforms skewed anthropometric data into a perfectly symmetrical, normal distribution (a bell curve) using three specific, age-and-sex-dependent parameters.

The three parameters are:

  1. L (Lambda): The Box-Cox power transformation parameter, which adjusts for the skewness of the data.
  2. M (Mu): The median value of the reference population for that specific age and sex.
  3. S (Sigma): The generalized coefficient of variation, which measures the spread or dispersion of the data.

The Mathematical Formula

To calculate a baby's exact percentile, you must first calculate their Z-score using the LMS formula. Let $X$ represent the baby's actual physical measurement (e.g., weight in kilograms). The formula to calculate the Z-score is:

$$Z = \frac{(X / M)^L - 1}{L \times S}$$

(Note: If the L parameter happens to be exactly zero, the formula changes to $Z = \frac{\ln(X / M)}{S}$, but this is extremely rare in practical WHO data tables).

Once the Z-score is calculated, it is converted into a percentile using the cumulative distribution function (CDF) of the standard normal distribution.

Full Worked Example

Let us calculate the exact weight-for-age percentile for a 6-month-old (183 days) baby boy who weighs 8.50 kilograms.

Step 1: Retrieve the LMS parameters. Consulting the official WHO 2006 MGRS data tables for a 6-month-old boy, we find the following exact parameters:

  • $L = -0.1661$
  • $M = 7.9535$ kg
  • $S = 0.10688$

Step 2: Insert the baby's measurement ($X = 8.50$) into the formula. $$Z = \frac{(8.50 / 7.9535)^{-0.1661} - 1}{-0.1661 \times 0.10688}$$

Step 3: Calculate the ratio of the measurement to the median. $8.50 / 7.9535 = 1.06871$

Step 4: Apply the Box-Cox power transformation ($L$). $1.06871^{-0.1661} = 0.98904$

Step 5: Calculate the numerator. $0.98904 - 1 = -0.01096$

Step 6: Calculate the denominator. $-0.1661 \times 0.10688 = -0.01775$

Step 7: Divide to find the final Z-score. $Z = \frac{-0.01096}{-0.01775} = 0.6174$

Step 8: Convert the Z-score to a percentile. Using a standard normal distribution table, a Z-score of 0.6174 correlates to a cumulative probability of approximately 0.7315. Therefore, this 6-month-old boy weighing 8.50 kg is exactly at the 73.15th percentile for weight. He weighs more than 73% of healthy 6-month-old boys worldwide.

Types, Variations, and Methods

The field of pediatric anthropometry utilizes several distinct variations of growth charts, each meticulously designed for specific populations, age brackets, and medical contexts. The two most prominent global standards are the World Health Organization (WHO) growth charts and the Centers for Disease Control and Prevention (CDC) growth charts. The WHO charts are strictly utilized for infants from birth up to 24 months of age. Because they are based on healthy, breastfed infants living in optimal conditions across multiple continents, they represent the biological ideal of human growth. In contrast, the CDC charts are utilized for children and adolescents from 2 years up to 19 years of age. The CDC charts represent a growth reference based on historical American populations, encompassing both breastfed and formula-fed children, and are better suited for tracking older children where environmental and dietary factors become highly varied.

Beyond these two primary standards, highly specialized charts exist for premature infants. The Fenton Preterm Growth Charts are the international standard for assessing the growth of babies born before 37 weeks of gestation. The Fenton charts allow precise tracking of extremely premature infants (down to 22 weeks of gestational age) by comparing their post-natal growth to the expected intra-uterine growth of a fetus still inside the womb. More recently, the INTERGROWTH-21st project has provided an updated, global standard for preterm postnatal growth, aiming to replicate the WHO's optimal-condition methodology for premature babies.

Additionally, condition-specific growth charts are critical for children with known genetic variations. The most widely used are the Down Syndrome Growth Charts, updated in 2015 by the AAP. Children with Trisomy 21 exhibit fundamentally different baseline growth velocities—they are typically shorter and have a higher propensity for rapid weight gain in later childhood. Plotting a child with Down syndrome on a standard WHO chart would falsely indicate severe growth restriction (failure to thrive), whereas a specialized chart accurately contextualizes their growth within the expected parameters for their specific genetic makeup. Other specialized charts exist for conditions like Turner syndrome, Achondroplasia, and Prader-Willi syndrome.

Real-World Examples and Applications

To understand the immense clinical value of growth percentiles, consider a scenario involving a female infant named Sarah. At birth, Sarah weighs 3.2 kilograms, placing her at the 50th percentile on the WHO weight-for-age chart. At her 2-month well-baby visit, she weighs 5.1 kilograms, maintaining her trajectory exactly on the 50th percentile line. However, at her 4-month visit, her weight is recorded at 5.5 kilograms. While her absolute weight has increased by 400 grams, a percentile calculation reveals she has plummeted to the 15th percentile. This dramatic crossing of multiple major percentile lines (dropping from the 50th, past the 25th, down to the 15th) is a massive clinical red flag. Even though she gained weight, her growth velocity has severely faltered. This mathematical insight immediately prompts her pediatrician to investigate her feeding routine, leading to a diagnosis of silent infant reflux and a maternal milk supply issue that is quickly rectified.

Consider another application regarding head circumference in a 9-month-old boy named James. At birth, his head circumference was 35 centimeters (50th percentile). At 6 months, it measured 44 centimeters (75th percentile). At his 9-month checkup, the pediatrician measures his head at 48.5 centimeters. Calculating the percentile reveals that James is now at the 99.5th percentile for head circumference, a condition known as macrocephaly. While James appears perfectly happy and is hitting all his gross motor milestones, this rapid, disproportionate acceleration in head growth mathematically demands attention. The percentile calculation provides the objective justification required for the pediatrician to order a cranial ultrasound, which subsequently reveals benign familial macrocephaly (a harmless genetic trait inherited from his father), safely ruling out serious conditions like hydrocephalus or a space-occupying lesion.

Common Mistakes and Misconceptions

The most pervasive and damaging misconception regarding baby growth percentiles is the profound societal belief that "bigger is better." Many parents mistakenly view percentiles as an academic grading system, believing that a baby in the 90th percentile is somehow healthier, stronger, or fundamentally superior to a baby in the 15th percentile. This is biologically false. A child whose genetics dictate they should be in the 15th percentile, and who consistently tracks along that 15th percentile line, is exhibiting perfectly optimal, healthy growth. Attempting to force-feed a naturally petite child to push them into a higher percentile will only result in infant distress, feeding aversions, and an increased risk of childhood obesity. The goal is consistency along a child's natural biological curve, not achieving the highest possible number.

Another critical mistake made by both parents and novice medical practitioners is failing to adjust for gestational age in premature infants. If a baby is born at 28 weeks gestation (12 weeks early) and is measured at exactly 6 months (24 weeks) of chronological age, calculating their percentiles using the standard 6-month WHO parameters will yield terrifyingly low results, often below the 0.1st percentile. This causes unnecessary panic and potentially harmful medical interventions. The child's corrected age of 12 weeks (24 chronological weeks minus 12 premature weeks) must be used. When plotted on the 12-week chart, that same baby may perfectly align with the 40th percentile.

Furthermore, people frequently misinterpret isolated data points without considering the longitudinal trend. A single measurement is merely a snapshot in time and is highly susceptible to acute, transient variables. An infant might weigh slightly less on Tuesday because they recently recovered from a mild gastrointestinal virus or simply had a massive bowel movement right before stepping on the scale. Panicking over a single percentile drop without waiting to establish a trend over subsequent weeks is a common pitfall. Growth must always be evaluated as a continuous motion picture, never as an isolated photograph.

Best Practices and Expert Strategies

Expert pediatricians and neonatal dietitians rely on a specific set of best practices to ensure percentile data is both accurate and actionable. The foremost rule is ensuring rigorous, standardized measurement techniques. A baby's length must be measured recumbently (lying flat on their back) using a calibrated, rigid infantometer with a fixed headpiece and a sliding footpiece. The baby's legs must be fully extended with toes pointing straight up. Measuring a squirming baby with a flexible cloth tape measure stretched over the contours of their body is notoriously inaccurate and can easily introduce a 2-to-3 centimeter error, which violently skews the resulting percentile calculation. Similarly, infant weights must always be taken naked, without a diaper. A wet diaper can weigh up to 250 grams, which is enough to artificially inflate an infant's weight percentile by 10 to 15 points.

Another expert strategy involves evaluating weight-for-length percentiles in conjunction with weight-for-age percentiles. Weight-for-age tells you how heavy the child is compared to their peers, but it completely ignores their stature. If a 12-month-old is in the 10th percentile for weight, a novice might assume they are undernourished. However, if the expert looks at the length-for-age chart and sees the child is also in the 10th percentile for length, the clinical picture changes entirely. The child is simply small overall, likely due to genetics. To confirm this, the expert calculates the weight-for-length percentile. If the weight-for-length is at the 50th percentile, the child is perfectly proportional and adequately nourished. Utilizing multiple, intersecting percentile calculations provides a holistic three-dimensional view of the child's nutritional status.

Finally, experts always incorporate mid-parental height calculations when evaluating an infant's long-term growth trajectory. A baby born to a mother who is 5'0" and a father who is 5'4" will naturally gravitate toward the lower percentiles as they transition from the intrauterine environment (which heavily dictates birth size) to expressing their genetic potential in the first 12 to 18 months of life. This natural downward shift in percentiles to match genetics is called "catch-down growth" and is a perfectly normal, physiological process, provided the weight-for-length remains stable.

Edge Cases, Limitations, and Pitfalls

While the WHO and CDC mathematical models are robust, they inherently possess limitations when applied to extreme edge cases. One major limitation of the percentile system is its compression at the extreme ends of the bell curve. Standard growth charts typically only display lines from the 2nd to the 98th percentile (or the 3rd to the 97th). If a child falls into the 0.1st percentile, the standard chart simply shows them plotted somewhere beneath the bottom line. It becomes visually and mathematically difficult to track whether a severely growth-restricted child is improving from the 0.1st to the 0.5th percentile, as both look identical on a standard printout. In these edge cases, pediatric endocrinologists abandon standard percentiles entirely and exclusively utilize exact Z-scores to track micro-movements at the extremes of human biology.

Another pitfall arises from the biological diversity of human populations that were not heavily represented in the reference studies. While the WHO MGRS study was groundbreaking in its international scope, it still represents a specific, optimized physiological ideal. Certain ethnic populations may exhibit subtle, natural variations in growth patterns that differ slightly from the WHO standard. For instance, some studies suggest that healthy infants of South Asian descent may naturally possess slightly smaller head circumferences relative to their length when compared to the WHO median. Rigid, dogmatic adherence to the WHO charts without considering the ethnic and genetic background of the specific patient can lead to over-medicalization and unnecessary specialist referrals.

Finally, a massive limitation of growth percentiles is their inability to differentiate between lean muscle mass and adipose tissue (body fat). A 10-month-old infant might plot at the 95th percentile for weight-for-length. On paper, this statistically flags the child as overweight or at risk for obesity. However, if that infant is exceptionally physically active, crawling rapidly, and possesses a dense, muscular build, the percentile calculation is clinically misleading. The mathematical formula only sees raw mass; it cannot assess body composition. Therefore, percentiles must never be used as a standalone diagnostic tool, but rather as one piece of a comprehensive clinical evaluation.

Industry Standards and Benchmarks

In the realm of pediatric health, precise mathematical thresholds dictate the standard of care and trigger specific medical protocols. The World Health Organization and the American Academy of Pediatrics have established rigid benchmarks for what constitutes normal, concerning, and abnormal growth. The universally accepted "normal" range for any given anthropometric measurement falls between the 2nd and the 98th percentile. Measurements falling within this massive 96-percent band are generally considered healthy, provided the child's trajectory remains relatively parallel to the established curves.

The threshold for diagnosing "Failure to Thrive" (FTT), sometimes referred to as weight faltering, is typically triggered when an infant's weight-for-age drops below the 2nd percentile on the WHO charts. Alternatively, FTT is strongly suspected if a child's weight drops across two major percentile lines on the standard chart. The major percentile lines universally recognized by the industry are the 2nd, 5th, 10th, 25th, 50th, 75th, 90th, 95th, and 98th. If an infant drops from the 50th percentile line down to the 10th percentile line, they have crossed two major lines (the 25th and the 10th), which mandates immediate clinical investigation regardless of the absolute weight.

Conversely, the benchmarks for pediatric overweight and obesity are equally strict. For children under 24 months, the WHO standards dictate that a weight-for-length measurement above the 98th percentile is classified as overweight. Once a child turns two years old and transitions to the CDC growth charts, the metrics shift to Body Mass Index (BMI) for age. The CDC benchmarks state that a BMI between the 85th and 94th percentile indicates the child is overweight, while a BMI at or above the 95th percentile explicitly classifies the child as obese. A BMI at or above the 120% of the 95th percentile is categorized as severe obesity. These standardized benchmarks ensure that clinicians globally are speaking the same mathematical language when diagnosing and treating pediatric nutritional disorders.

Comparisons with Alternatives

While cross-sectional percentiles are the undisputed gold standard for long-term growth monitoring, they are not the only mathematical tool available to pediatricians. A primary alternative to the percentile system is the measurement of absolute growth velocity. Growth velocity calculates the exact amount of weight or length a child gains over a specific period, usually expressed in grams per day or centimeters per month. For example, a healthy newborn is expected to gain approximately 20 to 30 grams per day during their first three months of life. In acute clinical settings, such as a Neonatal Intensive Care Unit (NICU), absolute growth velocity is vastly superior to percentiles. If a premature infant needs to gain 15 grams per kilogram of body weight per day to survive, the medical team tracks that absolute daily velocity. Waiting weeks to see if the infant's percentile curve shifts is far too slow and dangerous in an acute care environment.

Another alternative metric utilized primarily in older children is the raw Body Mass Index (BMI) without percentile transformation. However, raw BMI is exceptionally problematic in pediatrics. A raw BMI of 18 in a 35-year-old adult is considered slightly underweight. In a 6-year-old child, a raw BMI of 18 places them in the 95th percentile, categorizing them as obese. Because a child's body composition changes so drastically as they age—naturally thinning out during the toddler years and gaining mass during puberty—raw BMI numbers are entirely useless without being transformed into an age-and-sex-adjusted percentile. Therefore, while raw metrics exist, the percentile transformation remains the necessary bridge to give those raw metrics clinical meaning.

Lastly, some researchers utilize the Ponderal Index (PI) as an alternative to weight-for-length percentiles in neonates. The Ponderal Index is calculated by dividing the weight in kilograms by the cube of the length in meters ($Weight / Length^3$). The PI is particularly useful in distinguishing between symmetrical intrauterine growth restriction (where the baby is small all over due to early pregnancy genetic or viral insults) and asymmetrical growth restriction (where the baby has a normal length but low weight, usually due to late-pregnancy placental insufficiency). While the Ponderal Index provides excellent diagnostic nuance at the moment of birth, it is mathematically cumbersome for daily clinical practice, ensuring that standard LMS-calculated percentiles remain the dominant tool in outpatient pediatrics.

Frequently Asked Questions

What does it mean if my baby's percentile drops significantly? A significant drop in percentiles—specifically crossing two major percentile lines, such as falling from the 75th down to the 25th percentile—indicates a sharp decrease in growth velocity. This is not an immediate cause for panic, but it is a clear clinical signal that requires investigation by a pediatrician. It can be caused by benign factors, such as a toddler becoming highly active and burning more calories, or transitioning to solid foods. However, it can also indicate inadequate caloric intake, silent reflux, food allergies, or underlying metabolic issues that need to be addressed.

Is it unhealthy if my baby is consistently in the 5th percentile? No, being in the 5th percentile is not inherently unhealthy if the child consistently maintains that growth curve over time. Five percent of perfectly healthy, biologically normal human beings will naturally fall into this exact percentile range. If a baby is born to genetically petite parents, they are biologically programmed to be smaller than average. As long as the child's weight, length, and head circumference are growing in parallel, proportional lines along the bottom of the chart, and they are meeting all developmental milestones, they are demonstrating healthy, optimal growth for their specific genetic makeup.

Why do pediatricians measure head circumference so meticulously? Head circumference is a direct, proxy measurement of brain growth during the most critical period of neurological development. A baby's brain doubles in size during the first year of life. If the head circumference percentile suddenly flattens or drops, it can indicate premature fusion of the cranial sutures (craniosynostosis) or poor brain growth (microcephaly). Conversely, a rapidly accelerating head circumference percentile can be the first warning sign of hydrocephalus (fluid accumulation in the brain), which requires immediate neurosurgical intervention to prevent severe brain damage.

How long do I need to use "corrected age" for my premature baby? Medical standards dictate that corrected age must be used for all anthropometric percentile calculations until the child reaches exactly 24 months (2 years) of chronological age. By the age of two, the vast majority of healthy premature infants will have experienced "catch-up growth" and naturally aligned with their full-term peers. After 24 months, the statistical difference between chronological and corrected age becomes mathematically negligible, and the child can be safely plotted on standard CDC charts using their actual birth date.

What is the difference between length and height in percentile calculations? In pediatric anthropometry, "length" refers strictly to recumbent length, measured while the child is lying flat on their back. "Height" refers to standing stature. The WHO growth charts demand that children under 24 months be measured recumbently, while children over 24 months must be measured standing up. Because the human spine compresses slightly when standing due to gravity, a child's standing height is typically 0.7 centimeters shorter than their recumbent length. Mixing up these measurement techniques will result in inaccurate percentile calculations and an artificial "drop" in the growth chart when transitioning from lying to standing.

Why did my pediatrician switch from WHO charts to CDC charts at age two? The WHO charts are the gold standard for children under two because they are based on a heavily monitored, globally diverse population of exclusively breastfed infants living in optimal health conditions, representing how infants should grow. However, the WHO data becomes less robust for older children. The CDC charts, which track children from age 2 to 19, are based on massive datasets of the American population. At age two, a child's diet and environment diversify significantly, and the CDC charts provide a more highly detailed, continuous reference for tracking Body Mass Index (BMI) and stature throughout childhood and adolescent puberty.

Can a baby be in the 100th percentile? Mathematically, a true 100th percentile does not exist in standard cumulative distribution functions, because the curve stretches infinitely in both directions; there is always a theoretical possibility of a higher measurement. A child can be in the 99.9th or 99.99th percentile, meaning they are larger than 9,999 out of 10,000 children. In clinical practice, any measurement that exceeds the 99th percentile is simply charted as ">99th percentile." Being at this extreme upper limit for weight often warrants a review of the child's nutritional intake to prevent long-term obesity risks.

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