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Blue 4

Blue 4 is a chemical compound used in various applications, such as coloring agents, dyes, and pigments.
It is a synthetic organic dye that belongs to the class of triphenylmethane dyes.
Blue 4 is known for its vibrant blue hue and is commonly used in textiles, paper, and plastic products.
This dye has a wide range of applications in industries like textile, paper, and plastic manufacturing.
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Most cited protocols related to «Blue 4»

The most visible components of Primer3 are the web interfaces, Primer3Plus (http://primer3plus.com) (22 (link)) and Primer3web (http://primer3.wi.mit.edu) and the command-line primer-design program, primer3_core (Figure 1). Primer3_core is mostly useful to bioinformaticians with programming skills and is written with the goal of being computationally efficient, thoroughly testable and easily integrated with other software. Primer3Plus (Figures 2 and 3) and Primer3web offer interfaces more suitable to ‘expert’ or ‘occasional’ users. However, Primer3_core is the engine underlying all primer design operations, and most of the changes described in this article affect both the web interfaces and primer3_core, which we collectively refer to as Primer3.

Input web page for Primer3Plus.

Example output web page from Primer3Plus. The first major block, labeled ‘Pair 1’, shows the template sequence with locations of the primers highlighted in blue and yellow and key information about the primers and primer pair. Subsequent blocks (‘Pair 2’,…, ‘Pair 5’) show information for alternative primer pairs.

Primer3 can carry out several kinds of design tasks (discussed later) and also check existing primer pairs for correctness. We focus mainly on discussing Primer3 in the context of designing primer pairs for amplifying a DNA template using PCR. To accomplish this task, Primer3 evaluates the primers and primer pairs according to various constraints and sorts acceptable pairs by a penalty function. It uses ‘branch and bound’ techniques (23 ) to reduce the search space while still generating the optimal primer pairs according to the penalty function and constraints.
Because the primer3_core program accepts >150 parameters and long template sequences—far too much information to be supplied on the command-line—it reads most of its inputs from flat text files. Specifically, primer3_core uses the ‘boulder IO’ (boulder input-output) format, in which each parameter name (termed a ‘tag’) and its corresponding value are joined by an '=' sign, with one tag and its value per line (Figure 4). A single input file can specify multiple primer design tasks: the inputs for individual design tasks are separated by lines consisting only of an '=' sign. Primer3_core also generates its output in boulder IO format (Figure 4B). This format is designed for integration with other software, including scripts and web services, on the assumption that end users will interact with the web interfaces.

Examples of boulder IO (A) input to primer3_core and (B) output from primer3_core. Panel A shows two primer design tasks (SEQUENCE_ID’s example 1 and example 2) separated by a line consisting only of an = character. PRIMER_NUM_RETURN is 1 for both tasks, because the values of tags beginning with PRIMER_… persist between design tasks. However, the value of tags beginning with SEQUENCE_…, such as SEQUENCE_EXCLUDED_REGION = 37,21 in example 1, affect only the current design task. Panel B shows abbreviated output corresponding to panel A.

Publication 2012
Character Oligonucleotide Primers
The general idea is very simple and has been used ever since texture mapping became part of 3D graphics: if an object is too complex (like the 960 triangles required to draw a single water molecule in Fig. 1A) it is replaced with ‘impostors’, i.e. fewer triangles that have precalculated textures attached, which make them look like the original object. Texture mapping means that a triangle is not rendered with a single color, but an image (the texture) is attached to it instead. For each of the three triangle vertices, the programmer can specify the corresponding 2D coordinates in the texture, and the hardware interpolates in between. So, instead of drawing 320 triangles to create one, still somewhat edgy atom, we simply draw the precalculated image of a perfectly round atom. As textures may be partly transparent, this image can be drawn as a simple square (transparent in the corners), which requires just two triangles.

A water molecule rendered classically with 960 triangles (A) or quickly using texture mapping and precalculated impostors arranged in a single texture (B). The texture contains ray-traced images of spheres with various colors (two of which are blended with a variable factor to create other colors and color gradients) and various sizes (so-called ‘mipmaps’, which reduce aliasing artifacts). The spheres coated with a stellar nebula are used to draw atoms selected by the user. The gray checkerboard indicates transparent pixels. Using texture (B), the water molecule in (A) can be drawn quickly using just 14 triangles (C). Low-resolution depth map of PDB file 1CRN to calculate shadows (D), balls and sticks of 1CRN (E) and space-filling display of PDB file 1AON (F)

In practice, many different images of atoms are needed, as atoms can have different colors and sizes. Regarding colors, we use blue, magenta, red, yellow, green, cyan and gray, and blend any two of them with a variable blending factor to support color gradients. Regarding sizes, the precalculated images can be shrunk on the fly during texture mapping, but the shrinking procedure reduces the image quality. That is why multiple smaller images of each atom are stored as well. Changing the texture during rendering reduces performance, and consequently all these atom images are squeezed into a single texture of size 1024 × 1024, which is shown in Figure 1B. When the user changes the position of the light source, this texture is updated from a collection of 200 different views, prerendered with www.POVRay.org. For stereo graphics, a second texture is used that has the atoms prerendered from a slightly shifted point of view.
This straightforward approach has not been routinely used in the past for the following reason: when the GPU draws a pixel, it stores its Z-value (the distance from the view-plane) in the Z-buffer, and then never again draws a pixel at this location, unless it has a smaller Z-value. When spheres are modeled with lots of triangles as in Figure 1A, each pixel has the right Z-value associated, so that the spheres intersect correctly thanks to the Z-buffer. With our shortcut, however, each sphere consists of just two triangles that are parallel to the view-plane, and each pixel of the sphere image thus has the same Z-value. Consequently, the spheres do not intersect at all, instead the closer one completely occludes the more distant one. This is fine when drawing non-intersecting spheres (in sticks and balls and sticks visualization styles), but obviously goes wrong with a space-filling style. The logical solution would be to adjust the pixel Z-values on the fly during rendering (with a so-called ‘pixel shader’), but this approach is either slow (because the hardware can no longer perform an early Z-test to discard pixels) or not supported at all (e.g. mobile devices based on OpenGL ES lack this feature, and PowerVR GPUs do not even have a Z-buffer). The algorithm described here therefore takes a different route; it shares the work between central processing unit (CPU) and GPU according to the following recipe, which can easily be distributed over multiple CPU cores (a very detailed 20-page step-by-step recipe has been included as Supplementary Material):

The CPU transforms the atom coordinates from object space to screen space and immediately discards atoms that are offscreen.

For each atom i, the CPU creates a temporary Z-buffer that includes atom i and all the more distant atoms k, which can influence the shape of atom i by intersection, i.e. those atoms whose sphere image touches atom i and who are closer along Z than their own radius Rk. The atoms k could be found quickly with a neighbor search grid, but it turns out that the trivial approach to just look at covalently bound atoms is good enough.

Finally, the CPU loops over the pixel lines in the temporary Z-buffer of atom i, checks which lines are affected by intersections and emits a number of triangles that trace these intersections. The principle is clarified in Figure 1C, which shows how to draw a water molecule with just 14 triangles instead of 960 triangles.

If atoms are shown as sticks or balls and sticks, cylinders need to be drawn that connect the atoms (Fig. 1E). To reduce the polygon count, only the front side of the cylinders is drawn, using between 2 and 18 triangles, depending on the distance from the viewer. Cylinders always use the same texture as the atoms (Fig. 1B), which ensures visual continuity.

Shadows and ambient lighting are calculated per atom, not per pixel. The CPU first draws a low-resolution depth map of the scene where atoms have a diameter of just 15 pixels (Fig. 1D), either seen from the position of the light source (shadows) or from the six main directions (ambient lighting). Then it integrates the amount of light reaching each atom (i.e. the fraction of pixels not occluded by closer ones) and darkens the atom accordingly (using either GL_EXT_fog_coord or multi-texturing).

This fast way of drawing molecules also has three limitations compared with the classic approach: First, atom colors must be mixed from two of the standard colors present in the texture (Fig. 1B), which allows to create most useful colors, but not all colors. Second, the maximum atom size on screen is limited to the largest atom size in the texture (currently, 256 × 256 pixels), unless one wants to use lower quality upscaled atoms. To prevent atoms from getting too small, YASARA therefore restricts its window size to Full HD, but we plan to double the texture size to 2048 × 2048 soon, covering 4 K and similar hires displays. And third, drawing transparent atoms is not straightforward and currently not implemented.
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Publication 2014
In this work, we presented a novel software package of HemI (Heatmap Illustrator, version 1.0), which used a red, green, and blue tricolor in a 256 color mode. Given a selected color scale, the total color space will be automatically processed into a numerical matrix (768 rows * 3 columns) by Java. Then the inputted gene or protein expression data can be linearly normalized as below: More frequently, researchers prefer to visualize the logarithmic relations between different conditions and molecular expression levels. Thus, the original data can also be normalized as below: While
In both equations, the Max cannot be equal to Min, and both OV and Min values must be greater than 0 in Eq. 2. The calculated NVs were then mapped to the color matrix, while the tricolor values of the nearest number of rows were visualized.
For further analysis of the data in heatmaps, several clustering approaches such as the hierarchical and k-means clustering algorithms, were also integrated. To calculate the distance, three types of linkage criteria (Table 3) and seven kinds of metrics (Table 4) were adopted for the two algorithms, respectively.
HemI 1.0 was written in Java 1.6 (J2SE 6.0) and packaged with Install4j 4.0.8. We developed six packages to support three major ×86/×64 operating systems (OSs), including Windows, Unix/Linux, and Mac. The stability and applicability of HemI was rigorously tested under Windows XP/7, Ubuntu, and Apple Mac OS X 10.5 (Leopard).
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Publication 2014
Genes Leopard Proteins
The first step in analysis of an RNA-seq data set is to align (map) the reads to the genome, which is complicated by the presence of introns. Because introns can be very long, particularly in mammalian genomes, the alignment program must be capable of aligning a read in two or more pieces that can be widely separated on a chromosome. The size of RNA-seq data sets, numbering in the tens of millions or even hundreds of millions of reads, demands that spliced alignment programs also be very efficient. The TopHat program achieves efficiency primarily through the use of the Bowtie aligner [13 (link)], an extremely fast and memory-efficient program for aligning unspliced reads to the genome. TopHat uses Bowtie to find all reads that align entirely within exons, and creates a set of partial exons from these alignments. It then creates hypothetical intron boundaries between the partial exons, and uses Bowtie to re-align the initially unmapped (IUM) reads and find those that define introns.
TopHat-Fusion implements several major changes to the original TopHat algorithm, all designed to enable discovery of fusion transcripts (Figure 2). After identifying the set of IUM reads, it splits each read into multiple 25-bp pieces, with the final segment being 25 bp or longer; for example, an 80-bp read will be split into three segments of length 25, 25, and 30 (Figure 3).
The algorithm then uses Bowtie to map the 25-bp segments to the genome. For normal transcripts, the TopHat algorithm requires that segments must align in a pattern consistent with introns; that is, the segments may be separated by a user-defined maximum intron length, and they must align in the same orientation along the same chromosome. For fusion transcripts, TopHat-Fusion relaxes both these constraints, allowing it to detect fusions across chromosomes as well as fusions caused by inversions.
Following the mapping step, we filter out candidate fusion events involving multi-copy genes or other repetitive sequences, on the assumption that these sequences cause mapping artifacts. However, some multi-mapped reads (reads that align to multiple locations) might correspond to genuine fusions: for example, in Kinsella et al. [19 (link)], the known fusion genes HOMEZ-MYH6 and KIAA1267-ARL17A were supported by 2 and 11 multi-mapped read pairs, respectively. Therefore, instead of eliminating all multi-mapped reads, we impose an upper bound M (default M = 2) on the number of mappings per read. If a read or a pair of reads has M or fewer multi-mappings, then all mappings for that read are considered. Reads with > M mappings are discarded.
To further reduce the likelihood of false positives, we require that each read mapping across a fusion point have at least 13 bases matching on both sides of the fusion, with no more than two mismatches. We consider alignments to be fusion candidates when the two 'sides' of the event either (a) reside on different chromosomes or (b) reside on the same chromosome and are separated by at least 100,000 bp. The latter are the results of intra-chromosomal rearrangements or possibly read-through transcription events. We chose the 100,000-bp minimum distance as a compromise that allows TopHat-Fusion to detect intra-chromosomal rearrangements while excluding most but not all read-through transcripts. Intra-chromosomal fusions may also include inversions.
As shown in Figure 3a, after splitting an IUM read into three segments, the first and last segments might be mapped to two different chromosomes. Once this pattern of alignment is detected, the algorithm uses the three segments from the IUM read to find the fusion point. After finding the precise location, the segments are re-aligned, moving inward from the left and right boundaries of the original DNA fragment. The resulting mappings are combined together to give full read alignments. For this re-mapping step, TopHat-Fusion extracts 22 bp immediately flanking each fusion point and concatenates them to create 44-bp 'spliced fusion contigs' (Figure 4a). It then creates a Bowtie index (using the bowtie-build program [13 (link)]) from the spliced contigs. Using this index, it runs Bowtie to align all the segments of all IUM reads against the spliced fusion contigs. For a 25-bp segment to be mapped to a 44-bp contig, it has to span the fusion point by at least 3 bp. (For more details, see Additional files 10, 11 and 12.)
After stitching together the segment mappings to produce full alignments, we collect those reads that have at least one alignment spanning the entire read. We then choose the best alignment for each read using a heuristic scoring function, defined below. We assign penalties for alignments that span introns (-2), indels (-4), or fusions (-4). For each potential fusion, we require that spanning reads have at least 13 bp aligned on both sides of the fusion point. (This requirement alone eliminates many false positives.) After applying the penalties, if a read has more than one alignment with the same minimum penalty score, then the read with the fewest mismatches is selected. For example, in Figure 4b, IUM read 1 (in blue) is aligned to three different locations: (1) chromosome i with no gap, (2) chromosome j where it spans an intron, and (3) a fusion contig formed between chromosome m and chromosome n. Our scoring function prefers (1), followed by (2), and by (3). For IUM read 2 (Figure 4b, in green), we have two alignments: (1) a fusion formed between chromosome i and chromosome j, and (2) an alignment to chromosome k with a small deletion. These two alignments both incur the same penalty, but we select (1) because it has fewer mismatches.
We imposed further filters for each data set: (1) in the breast cancer cell lines (BT474, SKBR3, KPL4, MCF7), we required two supporting pairs and the sum of spanning reads and supporting pairs to be at least 5; (2) in the VCaP paired-end reads, we required the sum of spanning reads and supporting pairs to be at least 10; (3) in the UHR paired-end reads, we required (i) three spanning reads and two supporting pairs or (ii) the sum of spanning reads and supporting pairs to be at least 10; and (4) in the UHR single-end reads, we required two spanning reads. These numbers were determined empirically using known fusions as a quality control. All candidates that fail to satisfy these filters were eliminated.
In order to remove false positive fusions caused by repeats, we extract the two 23-base sequences spanning each fusion point and then map them against the entire human genome. We convert the resulting alignments into a list of pairs (chromosome name, genomic coordinate - for example, chr14:374384). For each 23-mer adjacent to a fusion point, we test to determine if the other 23-mer occurs within 100,000 bp on the same chromosome. If so, then it is likely a repeat and we eliminate the fusion candidate. We further require that at least one side of a fusion contains an annotated gene (based on known genes from RefSeq), otherwise the fusion is filtered out. These steps alone reduced the number of fusion candidates in our experiments from 105 to just a few hundred.
As reported in Edgren et al. [12 (link)], true fusion transcripts have reads mapping uniformly in a wide window across the fusion point, whereas false positive fusions are narrowly covered. Using this idea, TopHat-Fusion examines a 600-bp window around each fusion (300-bp each side), and rejects fusion candidates for which the reads fail to cover this window (Figure 5b). The final process is to sort fusions based on how well-distributed the reads are (Figure 6). The scoring scheme prefers alignments that have no gaps (or small gaps) and uniform depth.
Even with strict parameters for the initial alignment, many of the segments will map to multiple locations, which can make it appear that a read spans two chromosomes. Thus the algorithm may find large numbers of false positives, primarily due to the presence of millions of repetitive sequences in the human genome. Even after filtering to choose the best alignment per read, the experiments reported here yielded initial sets of about 400,000 and 135,000 fusion gene candidates from the breast cancer (BT474, SKBR3, KPL4, MCF7) and prostate cancer (VCaP) cell lines, respectively. The additional filtering steps eliminated the vast majority of these false positives, reducing the output to 76 and 19 fusion candidates, respectively, all of which have strong supporting evidence (Tables 2 and 3).
The scoring function used to rank fusion candidates uses the number of paired reads in which the reads map on either side of the fusion point in a consistent orientation (Figure 5a) as well as the number of reads in conflict with the fusion point. Conflicting reads align entirely to either of the two chromosomes and span the point at which the chromosome break should occur (Figure 5b).
The overall fusion score is computed as:
score=lcount+rcount+minmax_avg,lavg+minmax_avg,ravglcount-rcount-minmax_avg,|lavg-ravg|lgap+rgap-lder+rder×max_avg+ratemin1000,dist
where lcount is the number of bases covered in a 300-bp window on the left (Figure 6), lavg is the average read coverage on the left, max_avg is 300, lgap is the length of any gap on the left, rate is the ratio between the number of supporting mate pairs and the number of contradicting reads, |lavg - ravg| is a penalty for expression differences on either side of the fusion, and dist is the sum of distances between each end of a pair and a fusion. (For single-end reads, the rate uses spanning reads rather than mate pairs.) The variance in coverage lder is:
lder=square root of sum of ((lavg-ldepthn)lavg)2lwindow from n=1ton=lwindow
where lwindow is the size of the left window (300 bp).
TopHat-Fusion outputs alignments of singleton reads and paired-end reads mapped across fusion points in SAM format [28 (link)], enabling further downstream analyses [29 (link)], such as transcript assembly and differential gene expression. The parameters in the filtering steps can be changed as needed for a particular data set.
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Publication 2011
See Supplementary
Protocol 2
for a detailed protocol. This protocol is highly similar
to the INTACT method19 (link) and
either protocol can be used for the isolation of nuclei with equivalent results.
All of the steps were carried out at 4 °C. A frozen tissue fragment ~20
mg was placed into a pre-chilled 2-ml Dounce homogenizer containing 2 ml of cold
1× homogenization buffer (320 mM sucrose, 0.1 mM EDTA, 0.1%
NP40, 5 mM CaCl2, 3 mM Mg(Ac)2, 10 mM Tris pH 7.8,
1× protease inhibitors (Roche, cOmplete), and 167 μM
β-mercaptoethanol, in water). Tissue was homogenized with approximately
ten strokes with the loose ‘A’ pestle, followed by 20 strokes
with the tight ‘B’ pestle. Connective tissue and residual debris
were precleared by filtration through an 80-μm nylon mesh filter
followed by centrifugation for 1 min at 100 r.c.f. While avoiding the pelleted
debris, 400 μl was transferred to a pre-chilled 2-ml round bottom
Lo-Bind Eppendorf tube. An equal volume (400 μl) of a 50%
iodixanol solution (50% iodixanol in 1× homogenization buffer)
was added and mixed by pipetting to make a final concentration of 25%
iodixanol. 600 μl of a 29% iodixanol solution (29%
iodixanol in 1× homogenization buffer containing 480 mM sucrose) was
layered underneath the 25% iodixanol mixture. A clearly defined
interface should be visible. In a similar fashion, 600 μl of a
35% iodixanol solution (35% iodixanol in 1×
homogenization containing 480 mM sucrose) was layered underneath the 29%
iodixanol solution. Again, a clearly defined interface should be visible between
all three layers. In a swinging-bucket centrifuge, nuclei were centrifuged for
20 min at 3,000 r.c.f. After centrifugation, the nuclei were present at the
interface of the 29% and 35% iodixanol solutions. This band with
the nuclei was collected in a 300 μl volume and transferred to a
pre-chilled tube. Nuclei were counted after addition of trypan blue, which
stains all nuclei due to membrane permeabilization from freezing. 50,000 counted
nuclei were then transferred to a tube containing 1 ml of ATAC-seq RSB with
0.1% Tween-20. Nuclei were pelleted by centrifugation at 500 r.c.f. for
10 min in a pre-chilled (4 °C) fixed-angle centrifuge. Supernatant was
removed using the two pipetting steps described above. Because the nuclei were
already permeabilized, no lysis step was performed, and the transposition mix
(25 μl 2× TD buffer, 2.5 μl transposase (100 nM final),
16.5 μl PBS, 0.5 μl 1% digitonin, 0.5 μl
10% Tween-20, 5 μl water) was added directly to the nuclear
pellet and mixed by pipetting up and down six times. Transposition reactions
were incubated at 37 °C for 30 min in a thermomixer with shaking at
1,000 r.p.m. Reactions were cleaned up with Zymo DNA Clean and Concentrator 5
columns. The remainder of the ATAC-seq library preparation was performed as
described previously18 .
Publication 2017
2-Mercaptoethanol ATAC-Seq Buffers Cell Nucleus Centrifugation Cerebrovascular Accident Connective Tissue Digitonin DNA Library Edetic Acid Filtration iodixanol isolation Nylons Protease Inhibitors Sucrose Tissue, Membrane Tissues Transposase Tromethamine Trypan Blue Tween 20

Most recents protocols related to «Blue 4»

Study design. MPPD the minimal persistent pigment darkening, N the number of samples Full size image On day 0, the minimal persistent pigment darkening (MPPD) [19] test was performed to identify the suitable blue light irradiation dose for each participant (Table S2). For safety concerns, the 3/4 MPPD dose was used for four consecutive days (day 0 to day 3). We selected three sites with equal size (4 cm 2 ) on the back of the participant for blue light irradiation. Among these three sites, two were treated with an equal amount (2 mg/cm 2 ) of product A or B for 15 min before and after the daily blue light exposure, while the remaining site was coated with nothing and considered the control group. The absorption curve of product A and B is shown in Fig. S4. The skin color of each site is assessed before applying these products each day using the DSM-III Color Meter (Cortex Technology, Hadsund, Denmark). Brightness L * , melanin index M, and individual typology angle ITA°w ere measured [20, 21, 22] . The ITA° is calculated based on brightness L * and yellowness b * as follows [23] .
Publication 2024
Kaolin stone, nickel nitrate
hexahydrate (Ni(NO3)2·6H2O,
99.99%, Samir Tech-Chem Pvt, Ltd.), sodium hypochlorite (NaOCl, 4%,
Savgan Heights plc), methylene blue dye (MB, C16H18ClNS, Dallul Pharmaceuticals plc), and sodium hydroxide (NaOH, 98%
Unichem Chemicals) were used without additional purification, and
deionized water was used for all solution preparation.
Publication 2024
The epicuticular wax levels of blue honeysuckle were categorized into five grades: 0, indicating no wax coverage; 1, denoting wax coverage ranging from 0 to 1/3; 2, representing wax coverage between 1/3 and 2/3; 3, indicating wax coverage ranging from 2/3 to 1; and finally, 4, signifying complete wax coverage. The calculation of epicuticular wax coverage is determined by Equation (1): Wax coverage %=fruit quantity×fruit wax level4×total fruit quantity×100%
The weight loss of blue honeysuckle was assessed on day 0 and subsequently at designated storage intervals (3, 7, 14, 21, and 28 days). It was expressed as a percentage relative to the initial weight and calculated using Equation (2): Y%=W1W0W0×100%
where W1 represents the weight at each storage interval; W0 represents the weight of the initial day.
Firmness was determined using a hardness tester (FHM-5, Takemura Electric Work. Co. Ltd., Tokyo, Japan) equipped with an 8 mm probe, following the instructions provided in the manual. The probe was lowered at a consistent speed until it reached the bottom of the blue honeysuckle to measure its firmness.
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Publication 2024

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Publication 2024
Hydrochloric acid (HCl) and sodium hydroxide (NaOH), two examples of analytical-grade chemical reagents, were purchased from POCh in Gliwice, Poland. Analytical-grade organic reagents, i.e., methyl-2-(4-acetylphenoxy)acetate, cellulose triacetate (CTA, molecular weight Mw = 72.000–74.000), o-nitrophenyl octyl ether (o-NPOE), and dichloromethane (CH2Cl2) (all from Merck Life Science Sp.z.o.o., Poznan, Poland), were used without further purification. Methylene blue (MB) dye was purchased from Chempur (Krupski Mlyn, Poland). Deionized water (conductivity, 0.10 μS/cm) and analytical-reagent-grade chemicals were used in the production of all aqueous solutions.
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Publication 2024

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Protease inhibitor cocktail is a laboratory reagent used to inhibit the activity of proteases, which are enzymes that break down proteins. It is commonly used in protein extraction and purification procedures to prevent protein degradation.
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Paraformaldehyde is a white, crystalline solid compound that is a polymer of formaldehyde. It is commonly used as a fixative in histology and microscopy applications to preserve biological samples.

More about "Blue 4"

Blue 4, also known as Triphenylmethane Dye or C.I.
Direct Blue 1, is a vibrant blue synthetic dye widely used in various industries.
This organic compound belongs to the triphenylmethane dye class and is renowned for its striking blue hue.
Blue 4 finds extensive application as a coloring agent, pigment, and dye in textile, paper, and plastic manufacturing processes.
Researchers can leverage PubCompare.ai, an AI-powered platform, to seamlessly search through scientific literature, preprints, and patents.
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Beyond Blue 4, related compounds and materials like FBS (Fetal Bovine Serum), Trypan Blue, Bovine Serum Albumin (BSA), MTT, DMSO, PVDF membranes, Alcian Blue, Protease Inhibitor Cocktail, and Paraformaldehyde (PFA) play crucial roles in various research and industrial applications.
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The platform's AI-driven comparisons and seamless search capabilities empower scientists to navigate the vast landscape of Blue 4-related information and find the optimal protocols and products for their specific needs.