Formula to calculate tumor growth
⚠️ ATTENTION – BEFORE READING, PLEASE CONSIDER THIS
This information has been developed based on the discoveries of Dr. Ryke Geerd Hamer and the data he provided, here integrated with a mathematical approach. While the formula is correct and the results have been verified through more than ten years of practice by scientific reproduction, it is important to emphasize that further in-depth and rigorous research is still required to achieve maximum efficiency. The values may show slight variations in relation to observed biological reality, but the essential point is that we are laying the foundations of a medicine of the future.
The purpose of this work is that, when the time comes for this knowledge to be officially recognized, there will already be solid foundations in place to develop far more complex systems. This is a humble attempt to broaden the understanding of biology by linking it to a biological mathematics that provides clarity, precision, and a new horizon in the comprehension of life. Further research and scientific depth are still needed to accurately calculate growth during the repair phase of various tissues originating from the ectoderm and the new mesoderm. In the meantime, these approximate values allow us to apply the formula as a practical reference, until a scientific team can develop more precise and detailed data.
It is important to emphasize that these are guiding equations, in which more variables must be taken into account when applying them. The examples presented below show a basic formula, designed to understand the elementary calculation of tumor growth and cellular regeneration processes.
The SBS or the Biological Sinusoid (from the brain to the organ through electrical signals)
In the graphical representation of an SBS or biological program, we usually observe an evolution in the form of a sinusoidal wave (sine function), with a first phase of gradual activation and a second phase of descending repair.
Foundation of the formula for calculating tumor growth
- Real and tumoral bioelectrical signals
Nerve cells (neurons) and other cell types generate electrical waves or neuronal oscillations that regulate complex biological functions.
In addition, there is growing evidence that cellular bioelectrical signals (produced by ion channels) directly influence the regulation of tumor growth and repair (source 2, source 3, source 4). - The brain as generator and the organ as artifact
We can establish the following parallel:
The brain functions as a “generator” of bioelectrical signals, transmitted through cranial/peripheral nerves to the affected organ.
That organ behaves as an “electro-sensitive” element, whose cellular response will depend on the intensity and duration of that electrical signal.
- The sinusoidal form of the SBS has a real basis
Since neural signals have frequency, amplitude, phase, and rhythm (like a wave), it is plausible that the organism’s biological response —in the context of a biological conflict— is expressed as a sinusoidal curve of cellular activation.
The amplitude represents the intensity of the drama.
The period or wavelength represents the duration of the conflict and the repair.
Therefore, the SBS wave can be equated to a real biological electrical wave.
- Estimation of tumor growth in the Active Phase (endoderm and old mesoderm)
From this analogy, we have two ways of approaching the same growth calculation:
- Mathematically, using the sine function to integrate the area under the active curve.
- Practically, calculating the average intensity of the drama (without needing the integral) and applying the Conflict Mass formula we have already used:
(10 would be, on our 0 to 10 scale, the maximum level of Drama)
5. Considering tumor growth during repair in the PCL (new mesoderm and ectoderm)
During the active phase in organs controlled by the cerebral medulla and cerebral cortex, we observe a lesion (necrosis or ulceration) proportional to the conflict mass.
Once the conflict is resolved, the body enters the repair phase, which generates compensatory cellular growth proportional to the damage accumulated during the active conflict phase.
That is why the estimation of cellular growth (or repair tumor) is based on the area of the active phase of the sinusoidal program, and it can be easily calculated without the need for integration.
Based on the previous explanation, we can now continue with the biological calculations.
Formula to calculate tumor growth
Calculation of tumor growth (or level of necrosis or ulceration) in the Active Phase, according to the conflict mass (intensity of the drama TIMES duration of the conflict).
Thanks to the Biological Laws, we know that during the Active Phase of a biological conflict, certain organs and tissues may increase their cellular mass (endodermal and old mesodermal organs) or, in the case of new mesodermal organs, generate necrosis, while ectodermal organs generate ulceration and then increase their mass during the repair phase.
This does not happen randomly: it follows a logic and rhythm determined by the intensity of the conflict (or drama).
1. Standard growth with maximum drama (10/10)
In the organs originating from the endodermal and old mesodermal germ layers, during the active conflict phase, we can estimate through the tumor size how long it has been growing, since it develops in the Active Phase.
We can also determine when it is decomposing (in the PCL phase), because if the formula’s result is greater than the current tumor size, we can conclude that it is breaking down.
📌 1 mm per week (an estimated average observed by Dr. Ryke Geerd Hamer)
when the drama is maintained at its maximum intensity (10/10) consistently.
We can also apply the formula to organs derived from the new mesoderm and ectoderm during the repair phase. This means that, through a good anamnesis and then with the formula, we can determine whether the filling of the necrosis or ulcer is completed or still in progress, when the PCL started, or when the biological conflict was resolved. This allows us to identify the conflict by its date.
The observed growth rhythm is approximately:
📌 1 mm per week (an estimated average that requires rigorous scientific investigation for each tissue involved)
when the PCL is maintained consistently, without interruptions, chemicals, or active TCRs.
This means:
- 1 week (7 days) → Growth of 1 mm per week
- 1 day → 1 mm ÷ 7 = 0.143 mm/day
- 4 weeks (28 days) → Growth of 4 mm in 4 weeks (28 × 0.143 = 4 mm)
- 30 days → ≈ Growth of 4.29 mm (30 × 0.143 = 4.29 mm)
(As long as the intensity remains constant at DRAMA level 10. Remember, the scale used for drama is from 0 to 10, and we consider that the intensity of an active phase varies between 7 and 10.)
2. The problem: intensity is not always constant
In real life, the drama rises and falls, and after the 3rd month of having an active Biological Conflict, the brain reduces the conflict mass to allow the person to continue living and carrying out other survival tasks until those conflicts are resolved.
It may start off milder, increase toward the middle of the period, and then decrease.
This can be represented as a curve (for example, a bell shape or half sinusoidal wave) that shows how intensity varies over time.
The recommendation for calculating the drama level is to make an estimated average of the drama. For example, if we have an active phase that lasted 4 weeks, we would estimate the level of drama per week. If the first week was 9 (drama), the second 10, the third 8, and the fourth 8, the average would be calculated as follows:
(9 + 10 + 8 + 8) ÷ 4 = 8.75, which would be the APPROXIMATE AVERAGE DRAMA.
The average drama levels should be obtained during the anamnesis, with detailed questions about the specific conflicts and the individual’s own experience.
3. Weighting growth according to intensity
In the example we worked on, the intensity of the drama follows a half sinusoidal wave with a maximum amplitude of 10 (maximum drama level) for 30 days.
If we calculate the area under that curve, we obtain a value equivalent to:
AREA OF THE ACTIVE PHASE = BASE × HEIGHT = DAYS × DRAMA (average) = 30 × 8.75 = 262.50
4. Converting to real growth
We know that at constant drama intensity 10, the growth rate is:
0.143 mm per day (because the growth is 1 mm in 7 days, thus 1/7 = 0.143).
⚠️ But be careful! Since we are using the average drama, the growth will be less than 1 mm per week if the drama is not constantly at 10 (maximum).
So:
(262.5 ÷ 10) × 0.143 mm/day ≈ 3.75 mm
5. Practical interpretation
This means that the tumor growth during the Active Phase, according to its conflict mass, corresponds to an estimated growth of 3.75 mm.
(If the drama had been constant at 10, i.e., the maximum possible drama, the growth in 28 days would have been 4 mm, since we established that growth is 1 mm per week. That would mean greater growth than in 30 days with an average drama of 8.75, as in our example.)
In this way, we can specify and resolve variables that might be missing during anamnesis.
6. Application for old mesoderm and endoderm
This calculation applies to:
CONFLICT ACTIVE PHASE
- Endodermal tissues (controlled by the brainstem).
- Old mesoderm tissues (controlled by the cerebellum).
REPAIR PHASE
- New mesoderm tissues (controlled by the cerebral medulla).
- Ectodermal tissues (controlled by the cerebral cortex).
In both cases, cellular growth or lesion during the active phase is proportional to the conflict mass (average drama experienced over time).
But the calculation will serve inversely in the case of cellular growth in old brain tissues: we calculate with the real size when the repair process began, and therefore we can determine the exact moment of conflictolysis.
Conclusion
Utility for organs created by the endoderm and old mesoderm in Active Phase:
Through the formula:
((Average Drama × Number of Days) ÷ 10) × 0.143 mm/day = Tumor Size with full biological meaning.
One could isolate variables to know when the conflict began, when it was resolved, how long it lasted, or what its intensity was.
It is also possible to conclude whether the conflict is resolved or in relapses by comparing the current tumor size with the expected size according to the formula.
For example: if in our case the person undergoes a new study and finds that the tumor now measures 1 mm, knowing that according to the formula it should measure 3.75 mm, we can conclude that the tumor is decomposing. This means the bacteria are caseifying the tumor, and therefore the person is in the repair phase, since bacteria only work during the PCL.
However, if the tumor measures 1 mm, but 8 months have passed since the apparent conflict resolution, it is not logical that it has not decomposed completely. Here we should investigate what happened—whether there are rails (tracks) present or conflict relapses—because the tumor should have decomposed, as the bacteria were working, and for some reason either stopped or it started growing again.
Utility for organs created by the New Mesoderm and the Ectoderm in PCL:
Through the formula:
((Average Drama × Number of Days) ÷ 10) × 0.143 mm/day = Repair Tumor Size.
Here we can estimate when the conflict was resolved, to refine anamnesis in cases where the person cannot identify the conflict, or when they do but need to pinpoint when it was resolved (if it was resolved at all).
This provides us with a tool to measure and understand the evolution of the biological process, instead of experiencing it with fear or uncertainty.
In this case, the previous formula serves to isolate the variable Number of Days, so we can know how many days have passed since the conflict was resolved:
((Average Drama × Number of Days) ÷ 10) × 0.143 mm/day = Repair Tumor Size (T).
Solving for Days:
DAYS = ((T ÷ 0.143) × 10) ÷ Drama
Which results in:
So, if we have a case where a woman comes to consultation and tells us that she has a ductal carcinoma measuring 1 cm (equivalent to 10 mm), we know that it is part of the PCL of the mammary ducts, ectodermal, and we can then estimate through the formula when the conflict was approximately resolved, if it had an average drama level of 9. We calculate:
DAYS = ((10 mm ÷ 0.143) × 10) ÷ 9
DAYS = 77 days have passed since the DHS was resolved.
Calculation formula
where:
- Conflict Mass = time (days) × intensity (drama)
- 10 = maximum reference intensity of drama
- 0.143 = daily growth in mm at drama level 10
FIRST PRACTICAL EXAMPLE
If a person has experienced:
- 30 days of conflict
- with an average drama intensity of 7
👉 How much has their liver tumor (endoderm) grown during the active phase of the SBS?
Answer: The liver adenocarcinoma should have grown approximately 3 mm in those 30 days of the active phase, based on the data collected during anamnesis.
Summary
Practical formula to estimate tumor growth
How to use it
- Write down how many days the conflict has lasted in the active phase.
- Estimate the average intensity of the drama (from 1 to 10).
- Multiply days × intensity → this is the Conflict Mass.
- Divide by 10 (to adjust it to the maximum drama reference).
- Multiply by 0.143 (equivalent to 1 mm per week at drama 10).
- The result is the estimated growth in millimeters.
Quick Example
- Conflict days: 30
- Average intensity: 7
Result:
With an average drama intensity of 7 maintained over 30 days, the tumor could grow approximately 3 millimeters in the active phase.
⚠️ Note – To obtain the drama average, it is established as follows:
- Record the intensity of the drama
- Use the 1 to 10 scale.
- Estimate the intensity at different moments of the active phase.
- Add all the measurements
- Example: if measured weekly and obtained 6, 8, 10, 9 → sum = 33.
- Divide by the number of measurements
- Example: 33 ÷ 4 = 8.25 → Average ≈ 8.
- Use that value in the formula:
Quick tip:
If you don’t have intermediate measurements, estimate the average intensity you feel was maintained throughout the entire conflict.
SECOND PRACTICAL EXAMPLE
Tumor growth calculation using the Conflict Mass
📌 Case data:
A woman received the news that her 32-year-old son was hit by a car while crossing the street and was in intensive care for 9 months. We know this affected her left mammary gland since she is right-handed, and the average drama was 8.
- Average drama intensity: 8 (on a scale of 1 to 10)
- Duration of conflict: 9 months ≈ 270 days
- Growth rate (endoderm / old mesoderm at drama 10): 1 mm/week ≈ 0.143 mm/day
👉 What is the size of the adenocarcinoma in the left mammary gland, caused by the nest-worry DHS about her son?
Step 1: Calculate the Conflict Mass
Conflict Mass = Duration (days) × Average intensity
Conflict Mass = 270 days × 8 drama average = 2160 (Conflict Mass)
Step 2: Adjust to maximum drama (10)
Step 3: Calculate the growth
Growth (mm) = Equivalent days × 0.143
Growth = 216 × 0.143 ≈ 30.89 mm (3.089 cm)
Result:
With an average intensity of 8 maintained for 9 months, the tumor could grow approximately 31 mm in the active phase.
Quick tip:
If you don’t have intermediate measurements, estimate the average intensity you feel was maintained throughout the entire conflict.
THIRD PRACTICAL EXAMPLE
Tumor growth calculation using Conflict Mass
📌 Case data:
A right-handed woman received the news that her husband had to go work in another country for a period of 9 months. We know that the conflict of separation from contact and rupture of a relationship for nurturing affected her right breast (due to biological laterality), since she is right-handed, and the average drama was 8.
- Average drama intensity: 8 (on a scale of 1 to 10)
- Duration of the conflict: unknown, because the person is not sure if she had a DHS or not, and has little knowledge of the Biological Laws.
- Growth rate in PCL: 1 mm/week ≈ 0.143 mm/day
- Tumor size: 30 mm
👉 When was the conflict resolved?
Here we know that ductal carcinoma is not cancer, but rather the repair phase of the duct, and that the tumor is actually the scarring of the duct with a conglomerate of scar tissue.
We also know that during the Active Phase, an ulcer occurred in the duct. The repair of the duct only appears after the conflict has been resolved.
Step 1: From the formula, solve for DAYS
DAYS = ((T ÷ 0.143) × 10) ÷ Drama
DAYS = ((30 ÷ 0.143) × 10) ÷ 8
DAYS = 262 (≈ 9 months since the DHS of separation from contact for nurturing was resolved).
FOURTH PRACTICAL EXAMPLE
Calculate when the conflict started, knowing the size of the colon tumor.
📌 Case data:
We know that the colon tumor measures 3.1 cm (31 mm) according to medical studies.
The person wants to know when the conflict began, since they cannot identify which biological shock they experienced. We are talking about an adenocarcinoma of the large intestine, of endodermal origin.
The theoretical conflict experienced is a “shitty situation” or an “indigestible morsel” that cannot be eliminated.
Since the person is unaware of which event triggered it, we propose a mathematical calculation to estimate when the tumor might have started to grow. We also know that bleeding occurred yesterday, which indicates that the conflict has been resolved and the tumor has begun decomposing through TB bacteria.
⚠️ It is important to note that we could more easily determine the conflict by investigating which “shitty situation” was resolved in the last 48 hours. But here we will use the formula, because many people live with multiple conflicts and so much exhaustion that they cannot identify which specific conflict triggered the colon cancer.
So, we will proceed with the following calculation:
- Estimated average drama: 8 (since in emergency biological programs, drama usually varies between 7 minimum and 10 maximum).
- Known tumor size (via colonoscopy): 3.1 cm = 31 mm.
- Growth rate of an endodermal tumor: ≈ 0.143 mm/day.
Now we only need to solve for Y (duration in days) using the formula:
CONFLICT MASS (Drama × Conflict Duration) = 8 × Y
((8 × Y) ÷ 10) × 0.143 mm = 31 mm
Solving for Y:
(8 × Y) ÷ 10 = 31 ÷ 0.143
8 × Y = 216.78 × 10
Y = 2167.83 ÷ 8
Y = 270 days (≈ 9 months)
Result:
The tumor grew for 270 days (≈ 9 months), and then, two days ago, it began decomposing thanks to caseification by TB bacteria, which ferment and break down the tumor. We know this from the reported bleeding during anamnesis, which indicates the start of the tumor decomposition process.
Even with the same mathematical formula, we could estimate the time of tumor decomposition. For example, if the tumor now measures 15 mm, this would indicate that the person is approximately in the middle of the decomposition phase.
Why don’t we calculate the sine function of the sinusoidal curve?
In the graphical representation of an SBS or biological program, the evolution over time usually takes the characteristic form of a sinusoidal wave (sine function), showing the natural rhythm of alternation between the active phase and the repair phase.
- Active phase (first part of the wave)
- Repair phase (second part)
Sine function:
Preguntar a ChatGPT
In the graphical representation of the SBS or biological program, the typical shape of the sinusoidal wave (sine function) appears.
In mathematics, to determine the exact area under that curve, one could perform the integral calculation of the sine function.
However, in the practice of the Biological Laws, we do not need to solve the trigonometric function.
Instead, we use a simpler and sufficiently accurate method:
- We estimate the average intensity of the drama over time.
- This is equivalent to “flattening” the curve and transforming it into a constant value that represents its mean.
- We calculate the Conflict Mass:
Conflict Mass = Days in conflict × Average intensity - We adjust to the maximum drama reference (10) and apply the known growth rate:
Conclusion:
Although the curve is mathematically sinusoidal, we do not need to perform the exact calculation of the sine function.
By using the average intensity, we reach a practical and quick result, sufficient to estimate the growth or the depth of the ulceration in the active phase.
This content has been developed by Awaking Project and is part of the Professional School in Biological Laws.
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