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SM Journal of Radiology

Late Diagnosis of Congenital Anal Canal Stenosis - Case Report and Literature Analysis

[ ISSN : 3067-9702 ]

Abstract INTRODUCTION ABBREVIATIONS CASE REPORT DIAGNOSIS DISCUSSION RESULTS CONCLUSION REFERENCES
Details

Received: 07-Nov-2024

Accepted: 17-Nov-2024

Published: 19-Nov-2024

Levin Michael*

Department of Pediatric Radiology of the 1-st State Hospital, Dorot-Netanya Geriatric Medical Center, Israel

Corresponding Author:

Levin Michael, Department of Pediatric Radiology of the 1-st State Hospital, Minsk, Belarus, Dorot-Netanya Geriatric Medical Center, Amnon VeTamar, 1/2, Netanya, 42202, Israel

Abstract

Chronic constipation is widespread. It is believed that between 10% and 15% of the population are treated for constipation on an ongoing basis.

INTRODUCTION

Chronic constipation is widespread. It is believed that between 10% and 15% of the population are treated for constipation on an ongoing basis. The Rome IV criteria classify chronic constipation disorders into four subtypes: (a) functional constipation, (b) irritable bowel syndrome with constipation, (c) opioid-induced constipation, and (d) functional defecation disorders, including inappropriate bowel movements and dyssynergia. Defecation [1]. Chronic constipation also occurs with anal stenosis. Several classifications of anal stenosis have been proposed, but the Khubchandani classification is considered the most successful [2]. He divides stenoses into primary and secondary. Primary ones include congenital stenoses, as an element of anorectal anomalies. These also include senile or involutional stenoses, the nature of which is not entirely clear. Secondary stenoses include postoperative stenoses: after hemorrhoidectomy, removal of perineal masses, fistulectomy, sphincteroplasty, papillomas fulguration or tumor removal [3]. Congenital anorectal stenoses include congenital anal stenosis (CAS) and rectal stenosis (atresia) [4]. Since the prevalence of anorectal malformations is 3.5 per 10,000 live births (95% CI 3.4–3.6) [5], and SPC occurs in 0.7% of them [6], the number of newborns with SPC is 2 per 1 million newborns. However, these cases are reported in the first days or weeks after birth, when the opening is very narrow, preventing defecation. In some cases, when the opening is wider, severe constipation occurs only after a few months, when unformed stools are replaced by formed ones. If the opening is wide enough, then constipation may occur in the long term, when the diameter of the stool increases with age, while the diameter of the rigid opening of the stenosis does not change with age. We present a case of congenital anal stenosis in an elderly woman suffering from severe constipation since childhood.

ABBREVIATIONS

RA: Rectal Atresia; RS: Rectal Stenosis; ACA: Anal Canal Atresia; ACS: Anal Canal Stenosis; CAS: Congenital Anal Stenosis; ARM: Anorectal Malformations; IAS: Internal Anal Sphincter; EAS: External Anal Sphincter; PRM: Puborectalis Muscle.

CASE REPORT

A 78-year-old woman permanently resides in a closed department due to schizophrenia. Severe constipation appeared at early school age. All her life she was helped only by cleansing enemas and digital removal of feces. Defecation was always painless. With age, problems with defecation increased so much that the patient began to have suicidal thoughts. Recently she has been taking Bisacodyl tablets 10 mg 2 times a day and Lactulose solution 30 ml 2 times a day. She has constant unformed, but not liquid, stools, which she does not control. Upon examination, a large belly is noticeable. A digital rectal examination performed because of prolonged defecation retention revealed a narrow, hard, thin-walled ring in the anal canal a few centimeters from the anus. The hole in the ring made it possible to insert an index finger about 2 cm wide into the rectum. A large, very dense fecal stone was felt above the membrane, which, during manual examination, was broken into fragments and removed [7].

4. X-Ray Examination and Radiometric Analysis of Radiographs

By measuring any distance of known length on a radiograph, other parameters on that radiograph can be calculated. To do this, the projection distortion coefficient is calculated. For example, it is known that the true length of the anal canal in adults is about 4 cm. The ratio of the true length of the anal canal (4 cm) to its length on the radiograph is the coefficient of projection distortion. To find out the other true dimensions on this radiograph, their length should be multiplied by the coefficient of projection distortion.

In our case, the perineum in front and behind the anus was smeared with barium paste to determine the location of the anus as the point of intersection of the enema tip with the contrast line on the perineum. 300 ml of barium suspension was injected into the rectum (Figure 1a). After removing the enema tip, a No. 20 Foley catheter was inserted into the rectum without any effort. The balloon was inflated to a diameter of ≈ 2.5 cm and pulled into the anal canal as far as it would go. The balloon stopped over the constriction at 1.9 cm from the anus (Figure 1b).

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

Figure 1: The study was carried out after colon cleansing. (a). A lateral radiograph of the anorectum was taken after administration of 300 ml of barium. It is known that the true length of the anal canal between the anus and the pubococcygeal line (p‐c), i.e., between two yellow stars, is 4 cm. The tone of the rectum is increased, as evidenced by the expansion of the retrorectal space (green line - 0 .8 cm) and barium in the folds of the mucosa between the blue arrows. The presence of barium below the p‐c line indicates insufficiency of the puborectalis muscle (descending perineal syndrome). The sigmoid colon (white line) is significantly dilated to 4 cm (b). The Foley catheter balloon, inflated in the rectum to a diameter of ≈ 2.5 cm, became lodged in the anal canal above the stenosis, 1.9 cm from the anus.

DIAGNOSIS

The diagnosis of congenital membranous stenosis of the anal canal. The patient refused further examination and treatment.

DISCUSSION

We found in the literature only one case of late diagnosis of anal stenosis [8], which the authors, in accordance with accepted ideas, call rectal stenosis.

Figures and description from article by Chowdhury et al. [8]. In 17 year-old girl meconium passed within 24 h of life. She developed features of constipation after weaning at about 6 months of age. Gradually the constipation worsened. She did not pass stool for the last 9 days at the time of referral. Barium enema showed a dilated colon, and the lower end of the rectum was located high up with a beak‐like appearance (Figure 1a). Digital rectal examination under anesthesia revealed a thick diaphragm, about 3 cm from anal verge with a central hole, through which hard fecal matter was visible (Figure 1 b,c). The thick membrane was excised circumferentially using monopolar coagulating diathermy from anal approach.

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

Figure 2: Figures and description from article by Chowdhury. In 17‐year‐old girl meconium passed within 24 h of life. She developed features of constipation after weaning at about 6 months of age. Gradually the constipation worsened. She did not pass stool for the last 9 days at the time of referral. Barium enema showed a dilated colon, and the lower end of the rectum was located high up with a beak‐like appearance (Figure 2a). Digital rectal examination under anesthesia revealed a thick diaphragm, about 3 cm from anal verge with a central hole, through which hard fecal matter was visible (Figure 2 b, c). The thick membrane was excised circumferentially using monopolar coagulating diathermy from anal approach.

The sigmoid and descending colon are dilated, but the sigmoid colon is located in the small pelvis, that is, it is not elongated, which does not correspond to the severe chronic constipation described in the article. Second, the white arrow in Figure 1a shows the normal connection between the rectum and the closed anal canal. This means that the stenosis is located lower, i.e. in the anal canal. Thirdly, the diagrams do not correspond to the anatomical location of the organs. However, the membrane is located significantly below the pubococcygeal line we drew (red line). This line corresponds to the location of the puborectalis muscle, which is located between the rectum and the anal canal. From which it follows that the membrane is in the anal canal. Fourthly, the possibility of excision of the membrane from the anal access also indicates its location in the anal canal. Thus, the case described by the authors confirms our observation that the so-called rectal stenosis is in the anal canal, i.e., it is anal canal stenosis (ACS). Secondly, stenosis is a membrane with a hole in the center, which is also confirmed by a group study on the classification of anorectal anomalies in Japan [9].

These results are of fundamental importance because: (1). The observations described above suggest that among patients with severe constipation, which according to clinical characteristics corresponds to functional constipation, there may be patients with SAC. (2). The possibility of using anal access to excise the membrane instead of wide dissections during pull-through operations, which lead to damage to the anal canal, impaired circulation and innervation of the rectum, has been shown; 

(3). Rectal atresia (RA) and rectal stenosis (RS) are always considered together since these types of anorectal malformations represent the same pathology. They differ only in the presence or absence of a central hole. To ensure the validity of these considerations, we searched PubMed for articles describing and illustrating the diagnosis of RA/RS.

RESULTS

In 6 newborns the atresia, and 2 infants had stenosis were in the anal canal and in these cases was possible to measure the approximate length of the anal canal above and below the level of obstruction. This was shown best in the article by Stenström et al [10] (Figure 3). 

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

Figure 3 (a-b): At rest, the distance between the rectum, contrasted from the colostomy, and the distal segment, contrasted through the anus, was about 2 cm. (a). The black arrow shows the end of the rectal probe. (c). A distal colostogram under high pressure revealed disclosure of the upper part of the anal canal, distal to the pubococcygeal line we drew. (d). “The endoscope was pressed against the rectal atresia, and with the help of external pressure, the endoscope could be seen 1 cm up in the anal channel”.

At rest, the distance between the rectum, contrasted from the colostomy, and the distal segment, contrasted through the anus, was about 2 cm [10]. (a). The black arrow shows the end of the rectal probe. (c). A distal colostogram under high pressure revealed disclosure of the upper part of the anal canal, distal to the pubococcygeal line we drew. (d). “The endoscope was pressed against the rectal atresia, and with the help of external pressure, the endoscope could be seen 1 cm up in the anal channel” [10] (Figure 3a‐b).

Atresia (6) and stenosis (2) was found in the anal canal in the form of a septum [10-17]. The approximate dimensions of the upper and lower parts of the anal canal, i.e., above and below the septum, are given in Table 1.

Table 1: Approximate dimensions of the anal canal above and below the anal septum.

Reference

10

11

12

13

14

15

16

17

above

1.0

0.8

1

0.8

0.3

0.8

1.1

0.7

below

0.7

0.9

3

0.8

1.4

0.9

1.2

1

All these observations are characterized by the presence of a septum below the pubococcygeal line, where the length of the anal canal above and below the septum could be measured. However, the figures in Table 1 are not accurate because no measuring instruments were used. In addition, more often only frontal radiographs were performed, on which it is impossible to accurately determine the size of the rectum and anal canal. The use of solid rectal catheters or Hegar dilators causes elevation of the pelvic floor and septum, which leads to a decrease in the length of the upper part of the anal canal.

In 6 cases, the rectum was located at the level of the p-c line, as is normal [17-22]. This means that the atresia could only be located caudal to the rectum, i.e., in the anal canal. However, no evidence of either the presence of atresia itself or the location of the septum in the anal canal was found in the drawings in these articles. Thus, when analyzing 14 observations, not a single case was identified where intestinal obstruction could be localized in the rectum. We found only thin-walled membranes. The thickness of the membrane depended on the width of the anal canal. When the anal canal was dilated, the membrane was stretched, as in Figure 3, and looked thin. When the anal canal has been closed, as described by Chowdhury et al. [8], the membrane appears thick.

This study proves that the congenital pathology which commonly considered as rectal atresia or rectal stenosis (if there is an opening) is anal canal atresia (ACA) or anal canal stenosis (ACS). Anal canal stenosis should be distinguished from congenital anal stenosis (CAS), which is characterized by narrowing of the anus that located distal to the anal canal. ACA causes complete obstruction in newborns due to the presence of a membrane in the anal canal approximately 1 cm from the normally formed anus. Because of the misconception that atresia is in the rectum, far from the anus, pediatric surgeons perform a colostomy in the neonatal period and complete the correction with one of the pull through operations that destroy the anal canal. If there is an orifice in the membrane (ACS), constipation occurs, the severity of which depends on the diameter of the orifice in the membrane. If the orifice is wide enough, such cases can pass under the mask of FM. For example, Clayden and Lawson, during anal dilatation, which was performed under general anesthesia by inserting up to 4 fingers of the operator’s hand, in 4 of 79 patients with FM they were unable to insert more than 2 fingers due to the presence of a rigid ring that was 1 cm from the anal verge [23]. During histological examination of the IAS Duhamel found in some patient fibrous changes in the anal canal, which were like congenital anal stenosis [24]. It follows from this that when examining patients with megacolon, one must consider the possibility of relatively wide anal stenoses, which cannot be determined by bougienage. Thus, anal distension, which is effective in treating FM, may also be useful for diagnosing secondary megacolon, i.e., ACS.

According to the study of Nobles (1984), at the junction of the endodermal and exodermal rudiments, the anal membrane at first appears, which ruptures during embryos with a length of 13.5–135 cm [25]. Since the location of the membrane in anal canal atresia corresponds to the junction in the embryonic period of the endodermal and ectodermal rudiments of the IAS, it is likely that this pathology occurs because of disturbances of membrane ruptures during embryos with a length of 13.5– 135 cm.

Diagnosis in newborns with complete obstruction involves inserting a rigid catheter through the normally formed anus until it stops. In AAC, the catheter stops about 1 cm from the anal verge. 30 hours after birth, during fluoroscopy, a radiograph of the anorectum is taken in the lateral projection, at that moment when, during compression of the abdomen between the doctor’s palms, gas from the rectum penetrates the anal canal. The location of the membrane is determined between the gas that has penetrated the anal canal and the probe inserted through the anus. The reflex of the anal canal opening in ARM without a functioning fistula is shown in Figure 4.

Treatment consists of excision of the membrane from the anal access, as described above [8,10]. If, for technical reasons, the membrane is not accessible from the anal approach, the treatment technique described by us for the treatment of anorectal anomalies without a visible and non‐functioning fistula can be applied [26]. Reported cases of delayed presentation of congenital rectal stenosis suggest that they may be the cause of severe constipation, which is treated with a clinical diagnosis of functional constipation or functional megacolon. We identified a significant clinical effect after anal distension for functional megacolon in children [27,28], according to the method described in the article by Clayden and Lawson [23]. Anal dilatation is performed under general anesthesia with alternate insertion of one to four fingers of the operator’s hand into the anal canal. Clayden and Lawson describe the following observation: ‐ «Four of the 79 cases on anal dilatation were shown to have a minor degree of anal stenosis, with a string stricture at the mucocutaneous junction. This string stricture, approximately 1 cm from the anal verge, accepted only 2 fingers of the operator’s hand during anal dilatation» [23]. These authors found typical signs of ACS in 5% of children with functional megacolon. Considering that anal dilatation has a pronounced therapeutic effect and does not damage the internal anal sphincter, like sphincterotomy, this method can be recommended both for the treatment of FM and for the timely detection of ACS.

CONCLUSION

For the first time, a case of congenital stenosis of the anal canal was described in an elderly woman who had suffered from severe chronic constipation all her life. An analysis of articles on rectal atresia and rectal stenosis in children, where radiographs were available that allowed for radiometric analysis, proved that the membrane was not in the rectum, but in the anal canal. It was located approximately 1 cm from the anal verge. This discovery allows the membrane to be excised through the anal approach without damaging the anal canal and the innervation of the anorectal area. It has been shown that in a significant number (≈5%) of children with a presumptive diagnosis of functional megacolon, the cause of the pathology may be ACS. Evidence-based methods for diagnosing and treating ACA/ACS have been proposed. The embryonic development of this type of anorectal malformations is probably associated with a violation of the breakdown of the membrane between the junction of the endodermal and exodermal primordia of the anal canal.

REFERENCES

1. Aziz I, Whitehead WE, Palsson OS, Törnblom H, Simrén M. An approach to the diagnosis and management of Rome IV functional disorders of chronic constipation. Expert Rev Gastroenterol Hepatol. 2020; 14: 39-46.

2. Katdare MV, Ricciardi R. Anal stenosis. Surg Clin North Am. 2010; 90: 137-145.

3. de Beaufort CMC, Gorter RR, Iacobelli BD, Midrio P, Sloots CEJ, Samuk I, et al. ARM-Net Consortium. Rectal atresia and rectal stenosis: the ARM-Net Consortium experience. Pediatr Surg Int. 2023; 39: 242.

4. Ford K, Peppa M, Zylbersztejn A, Curry JI, Gilbert R. Birth prevalence of anorectal malformations in England and 5-year survival: a national birth cohort study. Arch Dis Child. 2022; 107: 758-766.

5. Levin MD. Radiological anatomy of the colon and rectum in children. Gastroenterol Hepatol. 2019; 10: 82-86.

6. Levin MD. Reaction to Koppen et al., ‘Assessing colonic anatomy normal values based on air contrast enemas in children younger than 6 years’. Pediatr Radiol. 2018; 48: 1674-1677.

7. Cremin BJ, Cywes S, Louw JH. A rational radiological approach to the surgical correction of anorectal anomalies. Surgery. 1972; 71: 801-806.

8. Chowdhury TK, Hoque MM, Kabir M, Banu T. Delayed presentation of congenital rectal stenosis associated with Down’s syndrome and hypothyroidism: Case report. Clin Case Rep. 2021; 9: e05083.

9. A group study for the classification of anorectal anomalies in Japan with comments to the International Classification (1970). J Pediatr Surg. 1982; 17: 302-308.

10. Stenström P, Clementson Kockum C, Arnbjörnsson E. Rectal atresia-operative management with endoscopy and transanal approach: a case report. Minim Invasive Surg. 2011; 2011: 792402.

11. Kobayashi H, Yamataka A, Lane GJ, Tsukamoto K, Miyano T. A case of rectal atresia associated with recto-bulbar urethral fistula. Pediatr Surg Int. 2005; 21: 295-297.

12. Chowdhury TK, Hoque MM, Kabir M, Banu T. Delayed presentation of congenital rectal stenosis associated with Down’s syndrome and hypothyroidism: Case report. Clin Case Rep. 2021; 9: e05083.

13. Singh S, Ahmed I, Wakhlu A. A newer variant of congenital pouch colon with rectal agenesis: management strategy and review of the literature. BMJ Case Rep. 2011; 2011: bcr1220103635.

14. Kisra M, Alkadi H, Zerhoni H, Ettayebi F, Benhammou M. Rectal atresia. J Paediatr Child Health. 2005; 41: 691-693.

15. Kurashima M, Joshi S, Sobrino J, Blewett C. Rectal Atresia Treated Via a Transanal and Posterior Sagittal Approach: A Report of Two Cases. Cureus. 2023; 15: e38694.

16. Hosseini SM, Ghahramani F, Shamsaeefar A, Razmi T, Zarenezhad M. Wind sock deformity in rectal atresia. Saudi J Gastroenterol. 2009; 15: 133-134.

17. Gieballa M, AlKharashi N, Al-Namshan M, AlJadaan S. Outcomes of transanal endorectal pull-through for rectal atresia. BMJ Case Rep. 2018; 2018: bcr2017224080.

18. Shehata S, ElSawaf M, Kotb M. Transanal recto-anal anastomosis for treatment of rectal atresia: a review of 4 cases. BMC Pediatr. 2023; 23: 46.

19. Mehmetoğlu F. Rectal Atresia and Congenital Hypothyroidism: An Association or Coincidence?. European J Pediatr Surg Rep. 2018; 6: e7-e10.

20. Sarin YK. Intra-peritoneal rectal perforation in a neonate leading to acquired rectal atresia. J Neonatal Surg. 2013; 2: 22.

21. Lane VA, Wood RJ, Reck C, Skerritt C, Levitt MA. Rectal atresia and anal stenosis: the difference in the operative technique for these two distinct congenital anorectal malformations. Tech Coloproctol. 2016; 20: 249-254.

22. Thakur A, Dhende NP, Mane SB, Acharya H. Rectal diaphragm in a patient with imperforate anus and rectoprostatic fistula. J Indian Assoc Pediatr Surg. 2009; 14: 27-28.

Citation

Michael L (2024) Late Diagnosis of Congenital Anal Canal Steno sis - Case Report and Literature Analysis. SM J Radiol 7: 5.

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Coil migration to systemic circulation during coil embolization is a rare and potentially fatal complication. We present a case of asymptomatic coil migration to a pulmonary artery during embolization of accessory veins to salvage an Arteriovenous Fistula (AVF). The patient was managed conservatively and has remained asymptomatic after one and half years of follow up. We also identified the available literature for coil migration to the cardiopulmonary system and conducted a review pertaining to the symptom profile, factors predisposing to migration, management and long term complications.

Swati Gulati¹ and Anup Kumar Singh²*


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Submillimeter Correlation Between Dedicated Breast PET Image and Pathologic Anatomy Dimensions

Breast PET imaging can be carried out by using dedicated breast PET (dbPET) scanners. These novel scanners consist of small ring detectors around of breast with the patient in prone position, thus facilitating breast elongation and providing higher sensitivity and better spatial resolution, which leads to a reduction of injected dose. In this work, we are aimed at studying the correlation between dbPET images and pathological studies

Michel Herranz¹,², Ines Domínguez-Prado², Pablo Aguiar²,³*, Sonia Argibay² and Alvaro Ruibal²,³,⁴


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A Case of Chondromyxoid Fibroma-Like Osteosarcoma in a 13-Month-Old Girl

Chondromyxoid fibroma-like osteosarcoma is a rare type of osteosarcoma with only a handful of cases reported in the literature. We report a case of chondromyxoid fibroma-like osteosarcoma involving the sinonasal region in a 13-month-old girl, with discussion of its radiological and pathological features and differentials.

Hong Ching Lee¹*, Wing Hang Luk², Adrian Lo³ and Louis Tsun Cheung Chow⁴


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Adult with A Primary Refluxing Megaureter

We report the case of a 47 year old without drugs allergies and hypertension, presented to the emergency department with symptoms of low back pain about 3 weeks of evolution, together for 48 hours of oliguria and fever.

Felipe Saez Barranquero¹*, Sergio Del Rio Gonzalez³, María Jose Regaña Feijoo², María Jose Garcia del Pino³, Juan Andres Cantero Mellado³, Bernardo Herrera Imbroda³, Cristobal Marchal Escalona³ and Francisco Javier Machuca Santa Cruz³


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Burden of Low Back Pain in Human Being

Low Back Pain (LBP) also called lumbago affects nearly 40% of people at some point in their lives resulting in large economic cost such as loss of income and productivity [1]. New research f indings raise concerns about the causes of law back pain in young athletes and adults, and the appropriateness of the imaging methods used to detect the pars inter articularis

Eugene Stephane Mananga1,2* 


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Therapeutic Ultrasound on Tumors

Tumor is one of the most serious diseases that threaten human health. The traditional therapeutic methods for tumors include surgical resection, radiotherapy, and chemotherapy. However, even if the application of the method above mentioned, some kinds of tumor are easy to relapse or metastasis

Zhi-yong Shen 


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Diagnostic Performance of Combination Cardiac Computed Tomography Angiography with Perfusion with Fractional Flow Reserve as Standard Reference: Systematic Review and Meta Analysis

Background: Previous meta-analyses have confirmed the high diagnostic performance of Computed Tomography Perfusion (CTP) for detecting coronary artery disease, which, nevertheless, was compared with Quantitative Coronary Angiography (QCA).

Methods: We searched PubMed for all published literature for all published studies that evaluated the consistence between catheter Fractional Flow Reserve (FFR) and CTP. The studies were included if the coherence between FFR and CTP was investigated. The basic information and numbers of true-positive, true negative, false-positive, and false-negative values were extracted by two investigators independently.

Results: Five studies were finally identified. Among the included references, 4 studies included data with hybrid CTP and CT angiography (CTA). The publication biases were not significant for studies with CTP (P = 0.88) and hybrid CTP/CTA (P= 0.21). The pooled positive likelihoods were 5.39 (95%CI 2.65-10.99) and 13.97 (95%CI, 9.62-20.30) for CTP and CTP/CTA, respectively, and negative likelihoods were 0.30 (95%CI, 0.19-0.49) and 0.23 (95%CI, 0.15-0.34). With hybrid imaging, the overall accuracy increased (P<0.05, the area under the summary ROC curve was 0.88 for CTP and 0.95 for hybrid CTP/CTA, respectively). The sensitivity analysis indicated that no study influenced the pooled results significantly.

Conclusion: With FFR as standard reference, CTP cannot be applied as an effective tool for diagnosing suspected coronary ischemic disease alone. Rather, hybrid CTP/CTA is suggested to improve the overall accuracy.

Yang Z¹*, Xin-bo L¹*, Zhou T², Bei-cheng W¹, Li T¹, Lin-feng Y³, Li M¹* and Sun G¹*


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Pathologic Fracture of Humerus as the Initial Manifestation of Metastatic Thyroid Carcinoma

An 85-year-old male patient presented at age 83 with acute onset pain in his left elbow without previous trauma

Andres Gonzalez-García¹, Walter Alberto Sifuentes-Giraldo²* and Jose Luis Patier-de la Pena¹


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IDH1 Mutations in Glioma: Considerations for Radiotracer Development

Isocitrate dehydrogenases IDH1 and IDH2 are closely-related metabolic enzymes which catalyze the conversion of isocitrate to α-ketoglutarate (α-KG) by oxidative decarboxylation and simultaneously generate NADPH in cells

Satish K Chitneni


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Lower Back Pain and Leg Weakness

An 59 year-old patient complaining of progressive worsening of lower back pain with new bilateral leg weakness limiting mobility. Physical examination showed paraesthesia localising to L5/ S1 dermatomes bilaterally. Patient has no previous injury or co-morbidities.

Cheng Xie¹* and James Teh²